Some Theoretical and Pedagogical Implications of the Markedness Differential Hypothesis
社会科学研究方法与论文写作智慧树知到期末考试章节课后题库2024年北京第二外国语学院

社会科学研究方法与论文写作智慧树知到期末考试答案章节题库2024年北京第二外国语学院1.What are key components of research design? ()答案:Timeframe.###Sampling Strategy.###Data Collection Methods.2.The following aspects of informed consent that are essential in researchethics include ().答案:Researchers explaining potential risks andbenefits.###Participants being allowed to withdraw from the study.3.When should all authors be included in the in-text citation, according to theAPA style? ()答案:When there are two authors.###When there are three to fiveauthors.4.What are some essential tips for writing an effective abstract? ()答案:Use keywords###Emphasize points differently from thepaper.###Use passive verbs5.Which statements are suggested solutions for improving the Methodologysection? ()答案:Eliminate the use of first-person pronouns.###Provide a clearrationale for the chosen methods.6.What's the difference between methodology and method? ()答案:Methodology encompasses the broader theoretical framework and guiding philosophy of the research process.###Methods encompass the specific techniques and procedures employed for data collection andanalysis.###Methodology is presented as a distinct section in aresearch thesis, explaining the overall approach and rationale.7.What are the downsides of mere listing in a literature review? ()答案:It does not present themes or identify trends.###It often indicatesa lack of critical synthesis.8.The common problems to be aware of in thesis writing include().答案:Excessive reliance on qualitative data###Lack of theoreticalsupport###Failure to integrate theory and practice.###Misuse of tense ponents that are typically embedded in the structure of an academicpaper, especially the journal article, include ()答案:Introduction###Results and Discussion10.Which of the following examples are misconducts? ()答案:Facilitating academic dishonesty.###Unauthorizedcollaboration###Misuse of Patients11.What are the three main elements of a definition, as mentioned in the lecture?()答案:Term, Category, and Features.12.In the Methods section, why is it important to detail the tools or materials fordata collection? ()答案:To explain how instruments to be used to answer researchquestions.13.Which is the method suggested to avoid plagiarism when summarizinginformation from sources? ()答案:Summarize immediately after reading without referring back tothe source.14.The purpose of control variables in research is ().答案:To keep certain factors constant and prevent them frominfluencing the dependent variable.15.What is the purpose of using sampling techniques in research? ()答案:To draw conclusions about the population based on data collected from the sample.16.According to Wallwork’s tips for the final check, what is one way to ensureyour paper is as good as possible before submission? ()答案:Anticipate referees’ comments.17.What does external validity assess? ()答案:The extent to which research findings can be applied orgeneralized to other situations and populations.18.Which of the following expressions are correctly used in the Methods Section?()答案:"We conducted the experiment in a controlled environment."19.Which of the following is NOT a recommended guideline for using tables in aresearch paper? ()答案:Using as many tables as possible to provide comprehensiveinformation.20.What does a structured abstract typically include to make it more readable?()答案:Eye-catching font for the title21.What is the main function of the preparation stage in writing a literaturereview? ()答案:To locate relevant literature and prepare for writing.22.The primary focus of academic integrity is ().答案:Fostering honesty and responsible behavior.23.The act of using someone else’s ideas and writings as your own can beconsidered as ().答案:Plagiarism24.Which step is NOT part of the suggested three-step approach for revisingyour paper? ()答案:Rewrite the entire paper.25.Which is not the reason for an overly broad title being problematic? ()答案:It encourages depth in the study.26. A good thesis or dissertation should tell the reader not just “what I havedone,” but “why what I have done matters.” ()答案:对27.Coherence in academic writing refers to the clarity of the thesis statementand the organization of the paper. ()答案:对28.The research methods section helps readers and reviewers gauge thetransparency, validity, and reliability of the research. ()答案:对29.Research papers are published to share new, original results and ideas withthe academic community. ()答案:对30.Relying solely on secondary sources ensures the originality of researchfindings. ()答案:错31.In introduction writing, it is recommended to delve into an exhaustive reviewof the entire field to provide comprehensive context. ()答案:错32.The Background Method in introduction writing kicks off by presenting aproblem and then addressing the solution. ()答案:错33.Multiculturalism seeks to enhance the self-esteem and identities ofmarginalized groups. ()答案:对34. A Doctoral-level literature review is typically less comprehensive than aMaster's-level literature review. ()答案:错35."Hoaxing" involves deliberately publishing false information with theintention of deceiving others. ()答案:对36.Reflecting on the research process at the end is essential for evaluating itsstrengths and limitations. ()答案:对37. A well-crafted title should engage a wide audience effectively. ()答案:对38.In order to avoid plagiarism, it is suggested to avoid citing references. ()答案:错39.Predicting difficulties and providing countermeasures in a research proposalis essential to show the depth of thinking and enlist expected guidance. ()答案:对40.Conducting a literature review is not necessary when selecting a researchtitle. ()答案:错41.What can authors do to ensure a timely publication in a journal that reviewspapers for job hunting purposes?()答案:Submit the manuscript without checking for errors###Seekinformation from editors about review times###Be efficient in making revisions42.When preparing a manuscript for publication, it is crucial to focus on ethicalstandards.()答案:对43.Why do researchers want to publish their papers?()答案:To share new results and ideas44.How can you identify an appropriate journal for publication? ()答案:Look for journals that publish work similar to your research.45.The editor-in-chief makes the final decision on whether a submitted paper isaccepted or rejected in the review process.()答案:对ing cut and paste extensively is recommended during the final check tosave time.()答案:错47.Exchanging texts with another student for proofreading is encouraged to findcareless errors in your own work.()答案:对48.What is the key idea that should be remembered by the audience from yourtalk?()答案:The key idea of your research49.Why is it important to avoid errors that may distort meaning in your writtenwork? ()答案:To enhance the quality of your writing###To ensure clarity ofcommunication50.What is the main purpose of doing a presentation?()答案:To engage, excite, and provoke the audience51.Making academic writing more tentative involves avoiding over-generalizations and using linguistic hedges and tentative phrases.()答案:对52.What is the purpose of the checklist questions provided for paper revision?()答案:To help improve the writing53.Which of the following are strategies for achieving cohesion in academicwriting? ()答案:Organizing the paper logically###Using transitional words andphrases###Employing reference words54.Redundancy and colloquialisms are considered desirable features ofconciseness in academic writing. ()答案:错55.What should you do when revising your paper writing to improve clarity andspecificity? ()答案:Be self-contained56.What are the characteristics of informative abstracts? ()答案:They may replace the need for reading the full paper###Theycommunicate specific information about the paper###They provide aconcise summary of the paper’s content57.Structured abstracts may have clear subheadings to mark different sections.()答案:对58.What is the recommended maximum word limit for a conference abstract?()答案:250 words59.Which tense is often used when writing an abstract? ()答案:Present tense60.The primary purpose of an informative abstract is to indicate the subjectsdealt with in a paper. ()答案:错61.What are some reasons for using citations in academic writing? ()答案:To show you are a member of a particular disciplinarycommunity###To acknowledge the intellectual property rights ofauthors###To avoid plagiarism62.Self-plagiarism is not considered an ethical concern in academic writing.()答案:错63.What is the primary purpose of citation in academic writing? ()答案:To acknowledge the intellectual property rights of authors64.What is self-plagiarism? ()答案:Presenting one's own previously published work as new65.All sources cited in the text must be documented in the References section.()答案:对66.Which type of conclusion is more common in research papers and theses andfocuses on summarizing research outcomes and aligning them with the initial thesis? ()答案:Thesis-oriented Conclusion67.What are the four sections typically found in the Conclusion section of aresearch paper, according to the material? ()答案:Summary of findings, implications, limitations, further studies68.What is one of the purposes of the conclusions chapter? ()答案:To forestall criticisms by identifying limitations of the research69.Which of the following are types of conclusions discussed in the material? ()答案:Summary type###Field-oriented conclusion###Evaluation type of conclusion###Recommendation type of conclusion70.The conclusion section in academic papers typically follows a uniformstructure across all disciplines.()答案:错71.What is one of the purposes of making comparisons with previous studies inacademic writing? ()答案:To justify the methods or procedures followed72.Which of the following is NOT mentioned as a common type of graphicalfigure in the material? ()答案:Map illustrations73.What can we do in demonstrating our research results in paper? ()答案:Use figures and tables to summarize data###Show the results ofstatistical analysis74.In which field are Qualitative Research methods often used?()答案:Liberal Arts and Social Sciences75.What factors should be considered when choosing research methods for athesis? ()答案:Traditional approaches.###Research questions andobjectives.###Nature of the subject matter.76.What does "Research Design" refer to in the research process?()答案:The overall plan guiding the research study.77.All the following moves are included in the method section except ().答案:Describing the commonly used methods in certain field.78.The research methods section in a thesis is often presented as a distinctsection, separate from the literature review.()答案:对79.What are the two core abilities essential for writing an effective literaturereview? ()答案:Information seeking and critical appraisal.80.Where can a literature review be placed in a research paper or thesis? ()答案:In different places depending on research goals and fieldconventions.81.Which type of literature review focuses on organizing literature aroundspecific research questions?()答案:Question-oriented review.82.The purpose of creating a visual representation, such as a literature map, isto replace the need for drafting concise summaries.()答案:错83.What are the recommended tenses to use when discussing the content of thesources in a literature review? ()答案:Simple Past.###Present Perfect.###Simple Present.84.What is the role of the Problem Statement in the Introduction? ()答案:Justify the importance of the research.85.Which is NOT one of the three methods could be used to write anintroduction? ()答案:Reference Method86.The location and structure of the introduction are standardized across alltypes of research theses. ()答案:错87.In Metadiscourse research, what is the recommended way for a researcher torefer to themselves in the introduction?()答案:Refer to themselves as "this thesis" or a specific section.88.What are the key elements included in Move 2 of the "Create a ResearchSpace" (CARS) framework?()答案:Identifying gaps in prior research.###Indicating a gap.89.What role do Research Grant Proposals play?()答案:Both securing financial support and convincing funding agencies.90.What questions does a research proposal eloquently answer? ()答案:How are you going to do it?###What do you plan toaccomplish?###Why do you want to do it?91.The "Aims/Purposes" section in a research proposal outlines the centralissues to be tackled in the study. ()答案:对92.To whom is a research proposal usually submitted for approval and support?()答案:Funding agencies, academic institutions, or research supervisors.93.What is the purpose of predicting difficulties and providing countermeasuresin the research proposal?()答案:To show the depth of thinking and enlist expected guidance.94.The recency of sources is crucial in research, and older sources are alwayspreferred for their depth.()答案:错95.Which database is specifically mentioned for searching Master's and DoctoralDissertations? ()答案:CNKI96.When conducting a critique of a study, what should be considered about themethods used?()答案:The validity for studying the problem.97.What is the primary characteristic of primary sources in research materialcollection? ()答案:They offer synthesized information from various perspectives. 98.What are common approaches to collecting primary source materialsmentioned in the lecture? ()答案:Surveys and questionnaires###Controlled experiments###One-on-one interviews99.What are potential mistakes in the title selection process? ()答案:Having unclear titles that do not convey the subjectmatter.###Using contemporary language to make the title appearoutdated.100.How does the researcher balance the focus of a research title?()答案:By clearly defining the scope of the study.101.What is the purpose of conducting a comprehensive literature review in the title selection process? ()答案:To identify gaps, controversies, or areas requiring furtherexploration.102.An overly narrow title might limit the potential impact and relevance of the research. ()答案:对103.What is the significance of a well-chosen title? ()答案:It significantly enhances the academic value of the work.104.What are key characteristics of deconstruction in literary theory? ()答案:Highlighting textual undecidability and paradoxes.###Challenging traditional assumptions about language and meaning.###Questioning binary oppositions.105.What distinguishes quantitative data from qualitative data in research? ()答案:Quantitative data are numerical, while qualitative data can bedescribed in words.106.What is the primary goal of case studies in applied linguistics? ()答案:To enhance understanding of a phenomenon, process, person, or group.107.Case studies use a single data source, such as interviews, to explore particular phenomena. ()答案:错108.What are the three types of cultural studies? ()答案:New historicism, postcolonialism, American multiculturalism. 109.The dependent variable in a study investigating the effects of different study methods on exam performance is ().答案:Exam performance110.What role does a moderating variable play in a research study? ().答案:It influences the strength or direction of the relationship between independent and dependent variables.111.External validity assesses the extent to which research findings can be applied to populations, settings, or conditions beyond the specific study. ()答案:对112.How does deduction differ from induction in research? ()答案:Deduction is the process of reasoning from general principles tospecific predictions.113.The purposes of research include ()答案:Solving real-world problems###Testing existingtheories###Meeting graduation requirements###Advancingknowledge114.The potential academic consequences for students who engage in academic dishonesty include ().答案:Monetary fines、Academic suspension and Expulsion from theInstitute115.The three key principles that experimental researchers need to carefully consider and implement before, during and after recruiting researchparticipants are ().答案:Anonymity###Informed consent###Confidentiality116.It is unethical to conduct research which is badly planned or poorly executed.()答案:对117.The primary focus of academic integrity in the context of research ethics is ().答案:Fostering responsibility and trustworthiness in academic work 118.The pillars of academic integrity include all the aspects except ()答案:Excellence119.The primary purpose of literature reviews in research articles is ().答案:To evaluate previously published material120.Methodological articles typically present highly technical materials, derivations, proofs, and details of simulations within the main body of thearticle. ()答案:对121.In a research article, many different sections can be found in empirical studies, including ().答案:Method###Literature review###Introduction###Discussion 122.According to the lecture, which step in the procedures of thesis writing involves drafting a title and abstract? ()答案:Step 1: Choice of Topic123.The primary use of case studies is ().答案:To illustrate a problem or shed light on research needs。
2024届山东省实验中学高三下学期一模英语试题

绝密★启用并使用完毕前山东省实验中学2024届高三第一次模拟考试英语试题2024.04(本试卷共10页, 共三部分: 全卷满分120分, 考试用时100分钟)注意事项:1. 答卷前, 先将自己的姓名、准考证号填写在试卷和答题纸上。
2. 选择题的作答: 每小题选出答案后, 用2B铅笔把答题卡上对应题目的答案标号涂黑。
如需改动, 用橡皮擦干净后, 再选涂其他答案标号。
3. 非选择题的作答: 用0.5mm黑色签字笔直接答在答题卡上对应的答题区域内, 写在试卷、草稿纸和答题卡上的非答题区域均无效。
第一部分阅读理解(共两节, 满分50分)第一节(共15小题; 每小题2.5分, 满分37.5分)阅读下列短文, 从每题所给的A、B、C、D四个选项中选出最佳选项。
AIntroduction to Drama ExamsOur exams inspire and enable learners across the globe to be confident communicators. Exams are open to anyone looking to gain confidence and experience in speech, communication and performance. There are no age restrictions. As one of the UK's oldest and most respected drama schools and awarding organizations, we examine over 100,000candidates and deliver exams both online and in person in many countries across the globe.Now we are pleased to offer free, online "Introduction to Examinations" information session. Booking is now opening for events until Summer 2024.The 1.5-hour session will begin with an Introduction to Examinations, their history and the format of assessment. Work will then focus on the subjects available to take, and will end with a Q&A phase where participants will be invited to write in their questions to the host organizer.Ifyouhaveanyquestionsregardingthis,********************************.ukandwewillbehappytohelp. Looking forward to seeing you online at this event.1. What is an advantage of the drama exam?A. It is free of charge.B. It offers flexible schedules.C. It suits a wide range of people.D. It puts restrictions on nationality.2. What is required to register for the sessions?A. Payment in advance.B. Contact information.C. Education background.D. Performance experience.3. What should you do if you have a question during the online session?A. Email it to the drama school.B. Write it down before the session.C. Propose it at the beginning of the session.D. Send it to the host organizer in Q&A phase.BCafeterias have been filled with challenges—right from planning, purchasing, and preparing, to reducing waste, staying on budget, managing goods, and training staff. Through the tedious process, restaurateurs lacked a unified platform for efficient management. To bring consistency to the unorganised catering(餐饮)industry, childhood friends Arjun Subramanian and Raj Jain, who shared a passion for innovation, decided to partner in 2019 to explore opportunities in the cafeteria industry.In May 2020, they co-founded Platos, a one-stop solution for restaurants with a custom technology kit to streamline all aspects of cafeteria management. The company offers end-to-end cafeteria management, staff selection and food trials to ensure smooth operations and consistent service. "We believe startups solve real problems and Platos is our shot at making daily workplace food enjoyable again. We aim to simplify the dining experience, providing a convenient and efficient solution that benefits both restaurateurs and customers and creating a connected ecosystem, "says Subramanian, CEO and co-founder.Platos guarantees that a technology-driven cafeteria allows customers to order, pay, pick up, and provide ratings and feedback. It also offers goods and menu management to effectively perform daily operations. Additionally, its applications connect all shareholders for a smart cafeteria experience. "We help businesses that are into catering on condition that they have access to an industrial kitchen setup where they' re making food according to certain standards," Jain states.Since the beginning, Platos claims to have transformed 45 cafeterias across eight cities in the country. Currently, it has over 45,000 monthly users placing more than 200,000 orders. Despite facing challenges in launching cafeterias across major cities in the initial stages, Platos has experienced a 15% increase in its month-over-month profits.As for future plans, the startup is looking to raise $1 million from investors as strategic partners, bringing in capital, expertise, and networks. "Finding the right lead investor is the compass that points your startup toward success," Subramanian says.4. What does the underlined word "tedious" in Paragraph 1 mean?A. Time-consuming.B. Breath-taking.C. Heart-breaking.D. Energy-saving.5. What is the purpose of founding Platos?A. To connect customers with a greener ecosystem.B. To ensure food security and variety in cafeterias.C. To improve cafeteria management with technology.D. To make staff selection more efficient and enjoyable.6. What can we learn from the statistics in Paragraph 4?A. Platos has achieved its ultimate financial goal.B. Platos has gained impressive marketing progress.C. Challenges in food industry can be easily overcome.D. Tech-driven cafeterias have covered most urban areas.7. What is Subramanian's future plan for Platos?A. To reduce costs.B. To increase profits.C. To seek investment.D. To innovate technology.CWith a brain the size of a pinhead, insects possess a great sense of direction. They manage to locate themselves and move through small openings. How do they do this with their limited brain power? Understanding the inner workings of an insect's brain can help us in our search towards energy-efficient computing, physicist Elisabetta Chicca of the University of Groningen shows with her most recent result: a robot that acts like an insect.It's not easy to make use of the images that come in through your eyes when deciding what your feet or wings should do. A key aspect here is the apparent motion of things as you move. "Like when you're on a train,” Chicca explains. "The trees nearby appear to move faster than the houses far away." Insects use this information to infer how far away things are. This works well when moving in a straight line, but reality is not that simple. To keep things manageable for their limited brain power, they adjust their behaviour: they fly in a straight line, make a turn, then make another straight line.In search of the neural mechanism(神经机制)that drives insect behaviour, PhD student Thorben Schoepe developed a model of its neuronal activity and a small robot that uses this model to find the position. His model is based on one main principle: always head towards the area with the least apparent motion. He had his robot drive through a long passage consisting of two walls and the robot centred in the middle of the passage, as insects tend to do. In other virtual environments, such as a space with small openings, his model also showed similar behaviour to insects.The fact that a robot can find its position in a realistic environment is not new. Rather, the model gives insight into how insects do the job, and how they manage to do things so efficiently. In a similar way, you could make computers more efficient.In the future, Chicca hopes to apply this specific insect behaviour to a chip as well. "Instead of using a general-purpose computer with all its possibilities, you can build specific hardware; a tiny chip that does the job, keeping things much smaller and energy-efficient." She comments.8. Why is "a train" mentioned in Paragraph 2?A. To illustrate the principle of train motion.B. To highlight why human vision is limited.C. To explain how insects perceive distances.D. To compare the movement of trees and houses.9. What does Paragraph 3 mainly talk about concerning Schoepe's model?A. Its novel design.B. Its theoretical basis.C. Its possible application.D. Its working mechanism.10. What do the researchers think of the finding?A. Amusing.B. Discouraging.C. Promising.D. Contradictory.11. What will Chicca's follow-up study focus on?A. Inventing insect-like chips.B. Studying general-purpose robots.C. Creating insect-inspired computers.D. Developing energy-efficient hardware.DWith the help from an artificial language(AL)model, MIT neuroscientists have discovered what kind of sentences are most likely to fire up the brain's key language processing centers. The new study reveals that sentences that are more complex, because of either unusual grammar or unexpected meaning, generate stronger responses in these language processing centers. Sentences that are very straightforward barely engage these regions, and meaningless orders of words don't do much for them either.In this study, the researchers focused on language-processing regions found in the left hemisphere(半球)of the brain. By collecting a set of 1,000 sentences from various sources, the researchers measured the brain activity of participants using functional magnetic resonance imaging(fMRI)while they read the sentences. The same sentences were also fed into a large language model, similar to ChatGPT, to measure the model's activation patterns. Once the researchers had all of those data, they trained the model to predict how the human language network would respond to any new sentence based on how the artificial language network responded to these 1,000 sentences.The researchers then used the model to determine 500 new sentences that would drive highest brain activity and sentences that would make the brain less active, and their findings were confirmed in subsequent human participants. To understand why certain sentences generate stronger brain responses, the model examined the sentences based on 11 different language characteristics. The analysis revealed that sentences that were more surprising resulted in greater brain activity. Another linguistic(语言的)aspect that correlated with the brain's language network responses was the complexity of the sentences, which was determined by how well they followed English grammar rules and bow logically they linked with each other.The researchers now plan to see if they can extend these findings in speakers of languages other than English. They also hope to explore what type of stimuli may activate language processing regions in the brain's right hemisphere.12. What sentences make our brain work harder?A. Lengthy.B. Logical.C. Straightforward.D. Complicated.13. What is the function of the AL model in the research?A. To examine language network.B. To reduce language complexity.C. To locate language processing area.D. To identify language characteristics.14. How did the researchers carry out their study?A. By conducting interviews.B. By collecting questionnaires.C. By analyzing experiment data.D. By reviewing previous studies.15. Which of the following is a suitable title for the text?A. AL Model Stimulates Brain ActivitiesB. AL Model Speeds Up Language LearningC. AL Model Reveals the Secrets of Brain ActivationD. AL Model Enhances Brain Processing Capacity第二节(共5小题; 每小题2.5分, 满分12.5分)根据短文内容, 从短文后的选项中选出能填入空白处的最佳选项。
Post Keynesian Approaches to Endogenous Money a time framework Explanation

Review of Political Economy,Volume15,Number3,July,2003Post Keynesian Approaches to Endogenous Money:a time framework explanationG IUSEPPE F ONTANAEconomics Leeds University Business School,University of Leeds,LeedsLS29JT,UKOver the last two decades,work on the Post Keynesian theory of endogenous money has beenflourishing,and has prompted a rethinking of the complex nature of money in modern economies.At the heart of the debate between what have now been labelled the accommodationist(or horizontalist)approach and the structuralist approach to endoge-nous money are the issues of the slope of the supply curves of reserves and of credit money,ing the distinction between a single period analysis and a continuation analysis,similarities and differences between those approaches are ex-plained,and the suggestion is then made for retaining and re-interpreting them into a more general theory.1.IntroductionEndogenous money theory is one of the main cornerstones of Post Keynesian economics.It has ancestors in the works of Wicksell(1936),Schumpeter(1934), Keynes(1973a,1973b,1973c,1973d),Kalecki(1954),Robinson(1956,1970), and has been most powerfully brought forward by Kaldor(e.g.Kaldor,1970, 1982)to argue against monetarist monetary theory and policy.1,2 The essence of endogenous money theory is that the stock of money in a The author is grateful to three anonymous referees,Victoria Chick,Augusto Graziani,Geoff Harcourt, Peter Howells,Marc Lavoie,Basil Moore,Alfonso Palacio Vera,and participants at the Stiftungslehrstuhl Deutsche Bundesbank conference(Berlin,March2001)for their comments on earlier versions of this work.A special debt is owned to Malcolm Sawyer,who made extensive observations on several earlier st,but not least,thefinal version of the paper was written when the author was a visiting research scholar at both C-FEPS and the Economics Department, University of Missouri-Kansas City,Kansas City(USA).The author would like to express appreciation to the members of those institutions and Dr David Foster(English Department)for providing a stimulating and pleasant working environment.The usual disclaimer applies.1Realfonzo(1998)provides an excellent survey of the endogenous money theory over the last century.Fontana(1997,2002a)shows that the little-known French economist Mireaux and Sir John Hicks(e.g.Hicks,1967)are also part of that long tradition.Finally,elaborating upon the recent publication of the collected works of Kalecki,Sawyer(2001a,2001b)argues that Kalecki too made important,though largely ignored,contributions to the endogenous money theory.2Carvalho(1992),Graziani(1984,1996),Messori(1991),Minsky(1975),Moore(1988b,Ch.8), and especially Dow(1997)deal with the controversial issue of Keynes’s approach to endogenous money.ISSN0953-8259print/ISSN1465-3982online/03/030291-25 2003Taylor&Francis LtdDOI:10.1080/0953825032000086621292Guiseppe Fontanacountry is determined by the demand for bank credit,and the latter is causally dependent upon the economic variables that affect the level of output.As the numerous symposia in the Cambridge Journal of Economics,the Journal of Economic Issues and the Journal of Post Keynesian Economics suggest,the last two decades have seen a surge of works on endogenous money(see also Deleplace&Nell,1996;Musella&Panico,1995;Rochon&Vernengo,2001; Smithin,2000).3Why does money exist and what does money do?Why do economic agents hold money and to what ends?How do economic agents use money and for what purpose?All those questions have stimulated several studies and led to the development of a variety of Post Keynesian models and assumptions(Dow,1993;Dalziel,2001,Ch.3).The so-called accommodationist and structuralist approaches to endogenous money(Pollin,1991)have to be praised for having proposed a variety of perspectives from which those questions could be answered.But has endogenous money theory made any real impact on the way monetary issues are usually explained or taught?Has the endogenous money hypothesis provided any help to central bankers in setting targets and objectives for their monetary policies?The Post Keynesian theory of endogenous money has largely been dismissed by most economists and practitioners as too scholas-tic or philosophical,with little relevance for theoretical and empirical develop-ments in monetary economics(e.g.Gale,1982,p.183).Certainly,there are important methodological differences between the dominant paradigm and Post Keynesian economics(Dow,1996c).There is also the empirical question of determining the causality between money and monetary reserves.Correlation does not imply causality;therefore,empirical progress,if any,is particularly difficult in the case of monetary issues(Moore,2001,pp.11–12).Those are serious problems.They may in part explain the marginality of the theory of endogenous money.But there is possibly another reason for that marginality,namely the lack of a general statement of the endogenous money hypothesis.At the heart of the debate between the accommodationist and the structuralist approaches is the 3Valuable investigations on issues related to endogenous money are provided by Arestis(1988, 1997),Bellofiore&Ferri(2001),Bibow(1998),Cottrell(1986),Dalziel(1996,2000),Hewitson (1995),Howells(1995),Palley(1996b),Rochon(1999a,1999b),and Rossi(1998,2001).More importantly,critical surveys of Post Keynesian monetary economics are proposed by Cottrell(1994) and Hewitson(1995).They represent valuable attempts to summarise some recent issues in endogenous money literature,but they suffer from two basic methodological problems.Firstly,Post Keynesian economics and orthodox economics are grounded in two completely different methodologies(Fontana2001,2003),and secondly,Post Keynesian methodology is pluralist, meaning that it is based on a diversity of modes of investigation(Dow,1993;Rotheim,1999).Thus, it is methodologically inappropriate to focus exclusively upon‘what differentiates post-Keynesian theory(monetary theory in particular)from more orthodox macroeconomics’(Cottrell1994,p.591). Post Keynesian monetary economics has moved beyond the negative task of criticizing mainstream monetary theory to the positive task of developing a sound monetary theory of production. Furthermore,Fontana&Gerrard(2001)have argued that the encompassing principle provides an appropriate characterisation of the current Post Keynesian way of thought.In fact,the encompassing principle expresses both the pluralist commitment to open system theorising and the scientific imperative to engage constructively with more mainstream approaches to economic theory in order to determine limits to their domains of relevance.Post Keynesian Approaches to Endogenous Money293 issue of the slope of the supply curves of monetary reserves and of credit-money, respectively.In other words,there is disagreement on what is really meant by endogeneity of the level of reserves and of money(e.g.Palley,1998;Moore, 1998),and how their views of endogeneity differ from the dominant view(e.g. Lavoie,1996,pp.276–277).The debate helped in clarifying some of those issues but too little effort has been made to set out what the differences really are and why reasonable Post Keynesian scholars may disagree.Do accommodationists and structuralists provide divergent answers to the same question or are they instead making different inquiries leading to complementary solutions?And relatedly,do accommodationists and structuralists provide a consistent statement of the endogenous money hypothesis?The paper has two main objectives.First,it aims to provide a fair survey of the accommodationist approach and of the structuralist approach to endoge-nous money.The methodology used is that of exploring and the strengths and weaknesses of each approach on its own terms.The implicit argument proposed is that it is inappropriate for the accommodationist approach to be surveyed and appraised with criteria derived from the structuralist approach and vice versa. Therefore,a part of the paper is devoted to the analysis of the assumptions underlying the two approaches to endogenous money.Second,the paper aims to provide an explanation of the current disagree-ment between Post Keynesian monetary economists.The main goal is to propose a framework in which the controversial issues over the endogenous money hypothesis can be confronted and eventually decided.However,here a word of caution is required.The paper does not claim to provide a complete and exhaustive list of all disagreements between accommodationists and structural-ists.There are important theoretical and non-theoretical issues that,mainly for reasons of space,have to be ignored.For example,the paper does not discuss the role offinancial markets in reconciling the demand for credit offirms with the demand for deposits of wage earners(Fontana,2003,Chs4–5).Regarding the case of non-theoretical issues,the paper discusses only marginally the variety of methodological or meta-theoretical positions beyond the accommodationist and the structuralist approaches.A reason for disagree-ment between Post Keynesian scholars may simply be a difference in attitude between scholars that focus on the‘big picture’and those that focus on empirical and institutional details.Also,and more seriously,there may be different views about progress in Post Keynesian economics.Some scholars may be‘accused’of seeking a rapprochement with the dominant paradigm.Elsewhere,it has been argued that the future of Post Keynesian economics actually rests on a construc-tive engagement with mainstream economics within a methodology,the so-called encompassing principle,that supports a commitment to a general framework incorporating alternative theoretical perspectives(Fontana&Gerrard, 2001).It has also been suggested that the emphasis should be on debating real world issues with the aim of engaging mainstream economists on the relevance of the endogenous money hypothesis for understanding how,for example, monetary policy is conducted and how it can be improved(Fontana2002b). Again,this is an important issue but it cannot be properly treated here.The structure of the paper is as follows.Section2identifies the theoretical294Guiseppe Fontanafoundations underlying the accommodationist approach to endogenous money. Section3discusses the structuralist defence of a generalised theory of liquidity preference and its relevance for a modern theory of endogenous money.Drawing on Palley’s(1994,1996a)model,Section4introduces a graphical analysis of the most controversial issues between the accommodationist approach and the structuralist approach.Section5suggests a time framework in which similarities and differences between those approaches are explained and used for the construction of a richer theory of endogenous money.The separation between the single period analysis of the accommodationists and the continuation analysis of the structuralists is central to the construction of that general theory of endogenous money.Section6provides concluding remarks.2.The Accommodationist ApproachPollin(1991)claims that as endogenous money theory has developed,differ-ences and discussions have grown and now it is appropriate to argue that there are two distinct approaches to money supply endogeneity,namely the accommo-dationist and the structuralist views.Both approaches see money arising as the counterpart of bank credit,but they debate if the supply of bank credit is completely,or only partially,determined by the demand for bank credit.Since it is often the case that terminological difficulties slip in as different theoretical positions,it is essential to clarify that in the following analysis,bank credit,or credit-money for short,indicates theflow of money,and money balances refer to the stock of money.It may be added that the expression ‘credit-money’is popular with scholars who intend to stress the nature and origin of the money supply process(Gnos,1999).The accommodationist approach assumes an infinite interest elasticity of the supply of credit-money:in a Cartesian diagram,a horizontal line at the going rate of interest represents the credit-money supply function.Consequently,this view is also labelled the horizontalist approach(Moore,1988b).4Historically, this approach is very much in the spirit of the contributions to monetary theory made by Kaldor(1970)and Weintraub(1978).Today,the most well-known supporters of this approach are Lavoie(1992),Moore(1988b),Rochon(1999b), Rogers(1989)and Smithin(1994).First of all,accommodationists are eager to distinguish their approach from the traditional view of the money process:according to the classical loanable funds theory,the creation of additional bank credit requires the use of additional resources(e.g.Kohn,1981;McKinnon,1973;for a recent critical review of that theory,see Bibow,2000).The supply of credit-money,like any other repro-ducible commodity,is therefore characterised by a production function.A volitional act of abstinence or saving isfirst required for the provision of 4Moore and Lavoie strongly argue against the use of the word accommodationist.They contend that horizontalist is a more appropriate way of describing their own approach to endogenous money. Notwithstanding their arguments supporting that view,the word accommodationist is now by far the most used expression in the Post Keynesian literature,and for that reason it is adopted in the rest of the paper.Post Keynesian Approaches to Endogenous Money295 additional credit-money.Saving is the real resource of banks and thefinal output is theflow of money to investors.Following Keynes’s critique of classical theory,accommodationists reject the loanable funds theory.They argue that credit-money is not a commodity,and therefore the use of the concept of a production function for credit-money is misleading.Accommodationists explain that in modern economies money is an intrinsically worthless token of value.Money is a social relation and hence it ‘counts as’having value.The supply of money does not depend,even if it ever did,on a country’s total quantity of saving(Moore,1988b,Ch.1).Although accommodationists do not make clear their definition of com-modity-money,it seems reasonable to argue that,for their critique,they have in mind what Schumpeter called‘the metallist view.’In this view,money is‘some commodity so that the logical source of the exchange value or purchasing power of money is the exchange value or purchasing power of that commodity, considered independently of its monetary role’(Schumpeter,1994,p.288).The metallist view is part of the long and most enduring tradition in economic analysis of treating money as a veil behind which the fundamental features of the economic process take place,but without those processes being themselves changed by money.For example,in one of today’s most popular textbooks on monetary economics,Mishkin explains that the essential role of money in modern economies is that of being‘a lubricant that allows the economy to run more smoothly by lowering transaction costs’(Mishkin,1998,p.50;italics added).Money is the lubricant that makes the motion of the wheels of trade smooth and easy(Hume,1955,p.33).In contrast to this tradition of so-called real analysis(Schumpeter,1994), accommodationists pose a monetary analysis that introduces money on the very groundfloor of the analytic structure.They build upon Keynes’s idea that,in modern economies,‘money plays a part of its own and affects motives and decisions and is,in short,one of the operative factors in the situation,so that the course of events cannot be predicted,either in the long period or in the short, without a knowledge of the behaviour of money between thefirst state and the last’(Keynes,1973c,pp.408–409).They argue that money is not a tangible good resulting from a process of production.Money is not a commodity but rather a social convention.It derives value from the law of contract,which designates currency as thefinal means of payment.5Money is generated by bank credit and,being used for the production and exchange of commodities,money cannot be a commodity itself(e.g.Moore,1991b).65This idea wasfirst made popular by Knapp’s(1924)book The State Theory of Money.In more recent times,this so called Chartalist theory has been re-discovered by the Kansas City school(e.g.Bell, 2001;Wray,1998,Ch.3)to promote the use of counter-cyclicalfiscal policy to achieve full employment.Similarly,Davidson defends the Chartalist theory against the Monetarist or metallist view of the nature of money(Davidson,1999).6The logical and historical nature of money is another controversial topic in the Post Keynesian literature.There are scholars who suggest that money isfirst a commodity and only,later on,credit (e.g.Chick1992b),whereas there are other scholars(e.g.Graziani1994,pp.70–72;Wray,1990, pp.2–10)who insist that money has always been credit.Because the focus of this paper is exclusively296Guiseppe FontanaHaving made the credit nature of money clear,Moore then provides a description of how money is introduced in the economic process(e.g.Moore, 1988a).Drawing on the works of Keynes,Kaldor and Robinson,Moore recognises that production takes time and that time should be taken seriously in economic analysis.The money supply process is to be explained by a sequential analysis of the production process.The supply of bank credit originates in the firms’need tofinance production costs(e.g.wages and purchases of raw materials),that are normally incurred and paid for before sale receipts are earned.7In particular,Moore(1988b)argues that in the process of creation of money,the following causal sequence of events occurs:(a)Firms require credit-money to keep a production process going or to set upnew businesses.At time t0firms face an exogenous increase in production costs.Firms raise the price of new goods but,as long as sales revenues of past productions are based on old production costs(t1-t0period),there is a need for additional funds tofinance higher expenses.(b)Banks are institutions in the business of selling credit.They fully accommo-date,at a given interest rate,the demand for additional funds.The interest rate is determined by banks as a mark-up on the short-term interest rate set by the central bank,taking into account the possibility of alternative sources offinance provided by liability management practices.Thus,banks are price-makers and quantity-takers.(c)Banks are notably concerned with the liquidity of their assets.In order tomeet any unexpected demand for cash withdrawals or international transfers, banks rely on the central bank as the ultimate supplier of liquidity.Thus,the liquidity of banks as a whole,as opposed to the case of a single bank, depends exclusively on the supply of reserves by the central bank.(d)The central bank is the main institution in a country for providing liquidityto the monetary system.In accordance with the role of lender of last resort, the central bank accommodates the demand for reserves of banks.However, if reserves are fully supplied at the initiative of banks,the central bank still sets the price of that provision.Thus,although the central bank is,in general, unable to control the money supply,it is able to choose the short-term interest rate at which reserves are made available.In short,according to the accommodationist approach,the credit-money supply responds endogenously to changes infirms’demand for working capital. The exogenous variable for the entire process of money creation is the price of credit,which is,through the intermediation of banks,under the control of theFootnote continued—on modern money,and both groups accept that today money is credit,in the following this controversial argument is not discussed.7Other economists would express this idea by making outstanding loans equal to outstanding inventories(e.g.Godley&Cripps,1981),but as Graziani argued,those two explanations for the additional creation of bank credit are practically equivalent(Graziani,1994,pp.76–77).Moore’s approach has the advantage of emphasising the link between the credit market and the labour market.Post Keynesian Approaches to Endogenous Money297 central bank.Accommodationists have challenged mainstream monetary theo-rists by arguing for the credit nature of money and the role of bank lending in meeting the needs for trade offirms.Today,most monetary economists consider an analysis of the asset and liability side of banks essential for describing the money supply process.Moore and his like-minded colleagues have proposed a picture of how the existence of credit-money alters the structure and inner workings of modern monetary economies.3.The Structuralist ApproachIn the past few years,an increasing number of endogenous money theorists have raised objections to the accommodationist depiction of an infinitely elastic credit-money supply function(e.g.Dow,1996a).Structuralists endorse the critique of the loanable funds theory by accommodationists.They also accept that the credit-money supply is significantly affected by the demand for working capital offirms.Nevertheless,structuralists accuse Kaldor and modern accom-modationists of having ignored the implications of liquidity preference theory.The structuralist approach is associated with the early contributions to monetary theory by Chick(1977,1983),Minsky(1982)and Rousseas(1986). The most well-known current exponents of this approach are Arestis(1997), Dow(1997),Howells(1995),Palley(1996b),Sawyer(1996)and Wray(1990). Davidson’s contributions to endogenous money theory(Davidson,1972,1989, 1990,1991,1994,1995)are more difficult to classify,although they appear to be increasingly shifting towards the structuralist approach(Dow,1996b; Fontana,2000).Indeed,Davidson moved from the position of one who‘neither accepted nor denied the“extreme form”of endogenous money,namely a“full accommodation”at a given interest rate’(Davidson,1989,pp.489–490),to the acceptance that‘an increase in the demand for money induces an endogenous increase in supply if bankers are willing and able to expand under the rules of the game that regulate banking operations’(Davidson,1994,p.136).Dow has argued persuasively that one of the main aims of the structuralist approach is‘to qualify and enrich’the accommodationist analysis of the credit-money supply process(Dow,1996a,p.498;see,for a similar view, Sawyer1996,p.51,57ff;Wray,1995,p.280).Building on fresh empirical evidence(e.g.Arestis&Biefang-Frisancho,1995;Dow&Smithin,1999; Hewitson,1997;Howells&Hussein,1997,1999;Palley,1994)and on a more comprehensive interpretation of Keynes’s writings(e.g.Cottrell,1986,p.4,n.4; Dow,1997,pp.63–71;Wray,1995,p.280),structuralists set out to establish that a generalised theory of liquidity preference is essential for a modern endogenous money theory.Structuralists take Kaldor(and his followers)to task for arguing that‘if we regard money as an endogenous factor,liquidity preference and the assumption of interest elasticity of the demand for money ceases to be of any importance’(Kaldor as quoted in Lavoie,1992,p.193;see also Bertocco,2001;Kaldor, 1982,p.26;Moore,1988b,pp.195–199;Rochon,2000).Structuralists recognise the need for moving beyond the narrow interpretation of liquidity preference298Guiseppe Fontanachampioned by the neoclassical synthesis.8Liquidity preference does not refer to the demand for non-interest bearing money only.At minimum,liquidity prefer-ence accounts for the difference between interest rates for liquid and less liquid assets.In this regard,Dow&Dow argue for a translation of the simplified liquidity preference of The General Theory(Keynes,1973c)back to the rich monetary analysis of the A Treatise on Money(Keynes,1973a)(Dow&Dow, 1995,p.148).More precisely,liquidity preference is to be considered a short-hand way of referring to the complex behavioural functions of households,firms, banks,and the central bank(Wray,1995).Today,the prevalent pattern is for all agents to have complex credit and debit relationships.A sound liquidity preference theory then needs to explain the particular nature of the relationship between lenders and borrowers.Both sides of the balance sheets of agents,their composition as well as their size,have to be examined(e.g.Dow1996b,pp.43–44;Bibow,1998,p.245).For instance,a low liquidity preference would be associated with an expansion in the portfolios of agents together with a shift towards a less liquid asset and liability structure. More generally,liquidity preference modifies the behavioural functions of households,firms,banks,and the central bank,and gives new content to the endogenous process of creation,circulation,and destruction of money.Recent contributions of Arestis&Howells,Dow,Palley and Wray illustrate this line of argument.The liquidity preference of households affects the money supply process mainly in two ways.First,through changes in the composition of their portfo-lios:the behaviour of households affects the profitability offirms,and in this way influences the credit-money supply process.When liquidity preference is low,households are more willing to exchange cash and current deposits for short-term and long-term assets.Then,the higherfirms’profitability,the lower should be their demand forfinancing future working capital expenditure (Fontana,2000,pp.34–36).Second,and more importantly,households affect money supply through changes in the size of the portfolios of households:when liquidity preference falls,households are more willing to incur mortgages and consumer loans tofinance the purchase of commodities,e.g.consumer durables. In this case,household behaviour directly influences the credit-money supply process.Empirical studies lend increasing support to this scenario.In recent times,the demand for credit-money by households has grown substantially and, in some cases,has outstripped the total amount of lending tofirms andfinancial institutions.For instance,in the case of the UK,the last two decades have seen a continuing expansion of consumer loans and a conversion of building societies into banks.As a result,the credit-money supply now depends more upon the behaviour of households than on the behaviour offirms(Arestis&Howells,8It is worth noting that Keynes himself was fairly cavalier about the role of liquidity preference in his theory.By his own account,the theory of effective demand was worked outfirst,but this left the interest rate‘hanging in the air’,as it was no longer determined by demand and supply of the loanable funds theory.Thus,Keynes had to come up with an alternative,and the result was liquidity preference. But all that is really needed for the theory of effective demand is that the interest rate is determined outside the so-called capital market.The author is indebted to a referee for bringing this point to his attention.Post Keynesian Approaches to Endogenous Money299 1999).Thus,the liquidity preference of households should play an important and increasing role in the theory of endogenous money.Another avenue of influence upon the money supply process operates through the liquidity preference offirms.As in the previous case,liquidity preference has implications for the composition as well as the size offirms’portfolios.Firms enjoy total independence for decisions concerning the pro-duction of goods and services but they have to keepfinancial decisions in line with those real decisions.Thus,when liquidity preference is low,firms are more willing to exchange liquid for less liquid assets(i.e.a change in the composition of portfolios).Firms may exchange cash and deposits either for a direct purchase of capital goods in kind or an indirect purchase by acquiring securities in the financial markets.When liquidity preference is low,firms are also more willing to incur business loans tofinance the production of new goods and services(i.e. change in the size of portfolios).Alternatively,when liquidity preference rises, regardless of the banks’lending policy,firms adopt a more conservative borrowing behaviour and/or more liquid portfolios.At the extreme,in the case of high economic instability,low profitability,and a very uncertain future,some firms may decide on an‘opt-out’strategy,reducing or even suspending theflow of production and behaving more likefinancial intermediaries(Bibow,1998, p.251).The liquidity preference of banks has been the argument used par excel-lence to defend and extend the significance of Keynes’s theory of the interest rate(Keynes,1973e,p.219)within endogenous money theory(e.g.Dow, 1996a).Banks are in the business of making loans,but in doing so they have to keepfinancial commitments in line with their overall balance sheets.Thus,in setting the mark-up over the short-term interest rate,banks may manifest different degrees of liquidity preference in distinct situations(Minsky,1975). When liquidity preference is high,due to,for example,poor economic perspec-tives and/or high capital adequacy ratio,banks are less willing to meet the demand for credit offirms and households,preferring to opt for the purchase of existing securities.In this case,banks act asfinancial intermediaries rather than lenders,concerning themselves with redistributing rather than creating liquidity (Fontana,2000,p.37).Incidentally,if banks express liquidity preference not in line with the demand for liquidity offirms,it is rather inappropriate to compound banks’expectations withfirms’expectations(Keynes,1972;Graziani,1995; Rochon,1999a).Alternatively,when liquidity preference is low,banks are more willing to exchange liquid for less liquid assets(i.e.a change in the composition of portfolios)as well as to increase their lending activity(i.e.a change in the size of portfolios).Structuralists also maintain that banks distinguish among potential borrow-ers by risk category and are likely to have higher liquidity preference,and hence to adopt very cautious lending behaviour,for riskier borrowers.Here liquidity preference,it is argued,is a rather vague concept referring more to a subjective (cultural,geographical)categorisation of borrowers than to an objective prefer-ence of banks.However,the point may be made that liquidity preference is always a matter of degree rather than an absolute notion.The structuralist argument can be presented in terms of what the term‘creditworthy borrowers’。
Towards sustainable and versatile energy storage devices

Received 1st March 2013 Accepted 8th May 2013 DOI: 10.1039/c3ee40709h /ees
Broader context
State-of-the-art Li-ion batteries recently met their development bottleneck because of the energy-density limitation of inorganic intercalation cathodes, in addition to the resources and environmental issues brought about by large-scale use of transitional metal based electrode materials. As an alternative, organic electrode materials have attracted more-and-more interest in recent years due to their high electrochemical performance, resource sustainability, environmental friendliness, structure diversity, exibility and so on. Since 1969, a many organic electrode materials with various structures have been investigated as cathodes or anodes for various energy storage devices including Li–organic batteries. The previous researches indicate that conducting polymers, nitroxyl radical polymers and conjugated carbonyl compounds are promising organic electrode candidates for the next generation of cheap, green, sustainable and versatile energy storage devices beyond conventional Li-ion batteries.
博士研究生英语精读-theparadoxofknowledge

THE PARADOX OF KNOWLEDGE关于认知的悖论Paragraph 1The greatest achievement of humankind in its long evolution from ancient hominoid ancestors to its present status is the acquisition or accumulation of a vast body of knowledge about itself, the world, and the universe.翻译:人类从古老的类人猿祖先进化到如今的等级,在这漫长的进化中最伟大的成就就是人类对于自身、世界、宇宙的认知的获得和积累。
主干:The achievement is the acquisition or accumulation.The products of this knowledge are all those thing that, in the aggregate ,we call “civilization”, including language, science, literature, art, all the physical mechanisms, instruments, the structures we use, and the physical infrastructures of which society uses.翻译:所有这些知识产物,我们称之为“文明”,包括语言、科学、文学、艺术、所有的物理设备,工具、我们使用的结构,以及社会运转依靠的基础设施。
主干:The product are civilization.Most of us assume that in modern society knowledge of all kinds is continually increasing and the aggregation of new information into the corpus of our social or collective knowledge is steadily reducing the area of ignorance about ourselves, the world, and the universe.翻译:大多数人认为在当今社会人类各方面的知识都在持续增长,以及人类对社会主体新信息的积累逐渐减少了我们对自身、世界、宇宙的未知。
Theoretical and experimental

冷轧三层带钢的理论和实验研究摘要一个冷轧三层带钢的数学模型被推荐使用上限原理来研究带钢在轧缝内的塑性变形行为。
通过推荐的上限模型推导出的速度场能够自动满足轧缝内的体积不变和速度边界条件。
讨论了像初始厚度,带钢每层的流变应力,总厚度减小量和带钢与轧辊之间与轧制功率有关的摩擦条件,轧制力,每一层的厚度减小量等各种轧制条件的影响。
此外,分别用铝,低碳钢,铜作为三层带钢的原料进行了三层带钢轧制实验。
发现所有的理论预测值都和实验值温和。
通过研究,推荐使用的分析方法可适用于模拟三层带钢的冷轧过程和能够为三层板带的制造提供有用知识。
1.引言两层或多层不同材料组成的多层带钢性能多样,比如高导电性,高抗腐蚀性,高强度,因此被广泛应用于各种工业领域。
最近三十年,通过冷轧工艺制造三层带钢产品已经变成一门越来越重要的学科,这种方法与其他方法相比效率更高经济性更好。
多层带钢轧制不仅是用来生成冷压焊接也是用来减小硬金属带钢轧制中的分离力。
在后者中,在硬金属和两层软金属轧制过程中,分离力被减小,形成了很大的变形。
在多层带钢变形过程中,比如轧制,各层屈服应力的不同引起了变形后每一层厚度减小量的不同。
因此,与单层带钢相比,多层带钢的塑性变形机理更加复杂。
由于这种复杂性,到目前为止轧缝中多层带钢的塑性变形分析没有很好的完成,有限数量的论文发表。
为了得到进一步的知识,进行了一些实验来研究双金属或三金属产品的制备过程。
(前人成果。
)本文中,Avitzure and Pachla提出的上限原理被扩展用来分析基层金属两侧复层金属厚度相同的三层带钢的冷轧。
与前面研究者不同的是,本文假定,在轧制前各层没有复合和在变形过程中层与层之间产生相对运动。
而且,由于每一层的屈服应力不同,假定在轧制过程中每一层的厚度减小量是不同的。
分析能够预测不同因素(像总复合减小量,每一层的主要厚度,恒定的摩擦系数)对各种因素(像轧制力,轧制功率,每一层的厚度减小量)的影响。
Complexity results for triangular sets

Complexity Results for Triangular Sets´Eric SchostLaboratoire GAGE,´Ecole polytechnique,91128Palaiseau Cedex,FranceAbstractWe study the representation of the solutions of a polynomial system by triangular sets,and concentrate on the positive-dimensional case.We reduce to dimension zero by placing the free variables in the basefield,so the solutions can be represented by triangular sets with coefficients in a rational functionfield.We give intrinsic-type bounds on the degree of the coefficients in such a triangular set,and on the degree of an associated degeneracy hypersurface.Then we show how to apply lifting techniques in this context,and point out the role played by the evaluation properties of the input system.Our algorithms are implemented in Magma;we present three applications,rele-vant to geometry and number theory.Key words:triangular sets,complexity,symbolic Newton operator1IntroductionThis article studies the triangular representation of the solutions of a polyno-mial system.Ourfirst focus is on complexity results and algorithms;we also present a series of applications that were treated with these techniques.To make things clear,let usfirst display a concrete example of a triangular set. An example in Q[X1,X2].Consider the polynomial system in Q[X1,X2]:F1=−X31X2+2X21−4X1X22+2X1X2−2,F2=X21X2−X1+4X22−2X2.Email address:Eric.Schost@polytechnique.fr(´Eric Schost).Preprint submitted to Elsevier Science27March2003It admits the following Gr¨o bner basis for the lexicographic order X1<X2:T1=X21−2,T2=X22−14X1.Since T1is in Q[X1]and T2in Q[X1,X2],we say that(T1,T2)form a triangular set.In particular,T1describes the projection of the zero-set of(F1,F2)on the X1-axis.From thefield-theoretic point of view,the system(F1,F2)generates a prime zero-dimensional ideal,so Q→B:=Q[X1,X2]/(F1,F2)defines afield ex-tension.We let x1,x2be the images of X1,X2in B;then T1is the minimal polynomial of x1in Q→B and T2,seen in Q(x1)[X2],is the minimal polyno-mial of x2in Q(x1)→B.Generalization andfirst complexity considerations.Consider now an arbitraryfield K,K its algebraic closure,and a zero-dimensional variety W⊂A n(K)defined over K.For simplicity,we take W irreducible over K;then just as above,the ideal defining W admits the following Gr¨o bner basis for the lexicographic order X1<···<X n:T1(X1),T2(X1,X2),...T n(X1,...,X n),with T k in K[X1,...,X k],and monic in X k,for k≤n.We will use this as an intuitive definition of a triangular set for the rest of this informal introduction. Note that if W is not irreducible,its defining ideal might not have such a triangular family of generators:several triangular sets may be necessary.For k≤n,the family T1,...,T k describes the projection of W on the affine subspace of coordinates X1,...,X k.In particular,as above,T1is the mini-mal polynomial of X1modulo the ideal defining W.This close link between projections and triangular representations is central in what follows.Let us turn to complexity considerations.The product of the degrees of thepolynomials T k in their“main variable”Πk≤n deg Xk T k equals the number ofpoints in W,and bounds the total degree of each polynomial T k.Thus,in terms of degrees in the variables X1,...,X n,there is not much more to say. New questions arise when the basefield K is endowed with a“size”function: if K is a rational functionfield,we may consider the degree of its elements;2if K is a numberfield,we can talk about the height of its elements.In this context,it becomes natural to ask how the size of the coefficients in T1,...,T n relates to some invariants measuring the“complexity”of the variety W.In view of the above remarks,a more accurate question is actually,for k≤n,the relation between the size of the coefficients in T1,...,T k and the complexity of the projection of W on the subspace of coordinates X1,...,X k.In this article,we focus on this question in the functionfield case.Here is the concrete situation from where the question originates.Polynomial systems with parameters.A variety of problems can be described by polynomial systems involving free variables,or parameters.In such situations,we also often know that there are onlyfinitely many solutions for a generic choice of the parameters.In other words,we are considering systems that are zero-dimensional over the field of rational functions on some parameter space;triangular sets with ra-tional functions coefficients can then be used to represent their solutions.The following applications motivated this approach;they are detailed in Section8.•Modular equations.In Gaudry and Schost[2002],we propose a definitionof modular equations for hyperelliptic curves,with a view towards point-counting applications.For a given curve,these equations come from the resolution of zero-dimensional polynomial systems,as the minimal polyno-mial of one of the unknowns.Thus,they can be obtained from a triangular set computation,as in the introductory example.An interesting question is that of modular equations for a curve with generic coefficients,which can be precomputed and stored in a database. This was already done in the elliptic case,and is now done for afirst hy-perelliptic modular equation in the Magma package CrvHyp.This naturally raises the question of triangular sets with coefficients in a rational function field.•Curves with split Jacobian.Curves of genus2with(2,2)-split Jacobian are of interest in number theory:over Q,torsion,rank and cardinality records are obtained for such curves,see Kulesz[1995,1999],Howe et al.[2000]. Roughly speaking,these curves are characterized by the presence of elliptic quotients of degree2of their Jacobian.We studied such curves in Gaudry and Schost[2001],and showed that the elliptic quotients can be read offtriangular sets coming from the resolution of a suitable polynomial system.Classification questions require treating this question for curves with generic coefficients,which leads again to the problem of computing triangular sets over a rational functionfield.•Implicitization.Finally,we will show that the implicit equation of a parame-trized surface in R3can be obtained using the triangular representation.3Contrary to the above,this question is not a priori formalized in terms of a parametric system.Nevertheless,this question actually reduces to the com-putation of a minimal polynomial over the rational functionfield Q(x1,x2), which can be done using triangular sets.These examples share the following property:only a partial information,such as a specific eliminating polynomial,is really wanted.We now see how trian-gular sets can answer this question with good complexity.Overview of our results.The above discussion is formalized as follows: we consider a polynomial system F defined over afield K,depending on m parameters P1,...,P m and n unknowns X1,...,X n.Geometrically speaking, F defines a variety W of dimension m in A m+n(K)and generates a zero-dimensional ideal,when extended over thefield of rational functions on A m(K). Then its”generic solutions”can be represented by a family of triangular sets with coefficients in this rational functionfield.For this short overview,we assume that the generic solutions are represented by a single triangular set T1,...,T ing additional regularity hypotheses,we will answer the following questions:How do the degrees in this triangular set relate to geometric degrees?How accurately does this triangular set describe the solutions of the parametric system F?How fast can it be computed?•Degree bounds.The coefficients of T1,...,T n are rational functions in thefree variables P1,...,P m.Wefirst show that their degrees are bounded by intrinsic geometric degrees,that is,independently of the B´e zout number of the system F.Precisely,for k≤n,the coefficients of T1,...,T k have degree bounded in terms only of the degree of the projection W k of W on the space of coordinates P1,...,P m,X1,...,X k.The precise bound is of order (deg W k)k.•Geometric degree of the degeneracy locus.A triangular set with coefficients in a rational functionfield describes generic solutions.Thus,there is an open subset in the parameter space where none of the denominators of these ra-tional functions vanishes,and where their specialization gives a description the solutions of the parametric system F.We show that the locus where the specialization fails is contained in an hypersurface whose degree is quadratic in the geometric degree of W.Note the difference with the above degree bounds,which are not polynomial in this degree.The analysis of the probabilistic aspects of our algorithms are based on this result.•Algorithms.Triangular sets are useful for structured problems.For instance, all the above examples can be reduced to the computation of thefirst k polynomials T1,...,T k,for some k≤n.We give probabilistic algorithms for computing these polynomials,whose complexity is polynomial in the4size of the ing the above upper bound,the complexity actually depends on the degree of the projection W k of W on the space of coordinates P1,...,P m,X1,...,X k,but not on the degree of W itself.Note nevertheless that our complexity results comprise an additional fac-tor which is exponential in n,inherent to computations with triangular sets.Following the series of articles Giusti et al.[1995,1997,1998],Heintz et al.[2000],Giusti et al.[2001],Heintz et al.[2001],our algorithms rely on symbolic Newton lifting techniques and the Straight-Line Program repre-sentation of polynomials.Their practical behavior matches their good com-plexity,as they enabled to solve problems that were otherwise out-of-reach. Comparison with primitive elements techniques.This work is in the continuation of Schost[2003],which focuses on a representation by primitive element techniques,the geometric resolution,in a similar context.Caution must be taken when comparing the two approaches.They answer different questions;as such,their complexities cannot be compared directly,since they are stated in terms of different quantities.We use again the above notation:the geometric object of interest is a variety W defined by polynomials in K[P1,...,P m,X1,...,X n],and for k≤n,W k is its projection on the space of coordinates P1,...,P m,X1,...,X k.The degree bound of the coefficients in a geometric resolution is linear in the degree of W.This is to be compared with the results for the triangular representation,which are not polynomial in this degree.On the other hand, triangular sets take into account the degrees of the successive projections W k, which cannot be reached using a primitive element.These degrees can be arbitrarily smaller than the degree of W,making the interest of the triangular representation.Consider now the algorithmic aspect.The algorithm in Schost[2003]computes a parametric geometric resolution with a complexity that depends on the de-gree of W.The algorithms proposed here compute k polynomials T1,...,T k, for any given k≤n;their complexity depends on the degree of the correspond-ing projection W k of W on the space of coordinates(P1,...,P m,X1,...,X k), but not on the degree of W.Again,this suggests that triangular sets are of interest for problems with a structure,where projections might induce degree drops.We refer to Section8for a practical confirmation for several applica-tions.Related work.In dimension zero,a landmark paper for the triangular rep-resentation is Lazard[1992].Our definition of triangular sets is inspired by5the one given there,as is the treatment of more technical questions such as splitting and combining triangular sets.In arbitrary dimension,several notions of triangular sets and algorithms ex-ist,see Lazard[1991],Kalkbrener[1991],Maza[1997],Aubry[1999],Delli`e re [1999],Szanto[1999].For a comparison of some of these approaches,see Aubry et al.[1999];we also refer to the detailed survey of Hubert.Our choice to re-duce the question to dimension zero over afield of rational functions yields algorithms with good complexity,and easy to implement.Yet,our output is not as strong as for instance that of Lazard[1991],Maza[1997],Delli`e re[1999]: ours is only generically valid.Upper bounds on the degrees of the polynomials in a triangular set were given in Gallo and Mishra[1990]and Szanto[1999];we recall these results in the next section.In particular,the approach of Gallo and Mishra[1990] inspired Theorem1below.We also use results from Schost[2003],which follow notably Sabia and Solern´o[1996].Lifting techniques for polynomial systems were introduced in Trinks[1985], Winkler[1988].They were used again in the series of articles by Giusti,Heintz, Pardo and collaborators,Giusti et al.[1995,1997,1998],Heintz et al.[2000], Giusti et al.[2001],Heintz et al.[2001].The conjoint use of the Straight-Line Program representation led there to algorithms with the best known complexity for primitive element representations.The present work is in the continuation of the above;see also the survey of Pardo[1995]for a histori-cal presentation of the use of Straight-Line Programs in elimination theory. Finally,let us mention the results of Lecerf[2002],which extend lifting tech-niques to situations with multiplicities.We note that the article Heintz et al.[2000]precedes Schost[2003]and the present work,and considers similar questions of parametric systems.Never-theless,we noted in Schost[2003]that the geometric hypotheses made in that article are not satisfied in many“real life”applications,and this is again the case for the applications treated here.It should be noted that our complexity statements are of an arithmetic nature, that is,we only estimate the number of basefield operations.When the base field is the rationalfield,the notion of binary complexity will give a better description of the expected computation time.We have not developed this aspect,which requires arithmetic-geometric considerations.We refer to Krick and Pardo[1996],Giusti et al.[1997],Krick et al.[2001]where such ideas are presented.This work is based on a shorter version published in Schost[2002].The degree bounds given here are sharper.The whole analysis of the degeneracy locus and the subsequent error probability analyses for the algorithms are new.The6complexity results are now precisely stated in terms of basic polynomial and power series arithmetic.Acknowledgements.I wish to thank L.M.Pardo for his useful remarks on the first version of this paper.2Notation,Main ResultsTriangular sets in dimension zero.We first define triangular sets over a ring R .Our definition is directly inspired by that of reduced triangular sets given in Lazard [1992]:a triangular set is a family of polynomials T =(T 1,...,T n )in R [X 1,...,X n ]such that,for k ≤n :•T k depends only on X 1,...,X k ,•T k is monic in X k ,•T k has degree in X j less than the degree in X j of T j ,for all j <k .Let now K be a field,K its algebraic closure and W ⊂A n (K )a zero-dimensional variety.Recall that W is defined over K if its defining ideal in K [X 1,...,X n ]is generated by polynomials in K [X 1,...,X n ].In this case,a family {T 1,...,T J }of triangular sets with coefficients in K represents the points of W if the radical ideal defining W in K [X 1,...,X n ]is the intersection of the ideals generated by T 1,...,T J ,and if for j =j ,T jand T j have no common zero.In this situation,all ideals (T j )are radical by the Chinese Remainder Theo-rem.We then relate the degrees of the polynomials in the family {T 1,...,T J }and the cardinality of W :•If W is irreducible,the family {T 1,...,T J }is actually reduced to a sin-gle triangular set T =(T 1,...,T n )and the product Πk ≤n deg X k T k is the cardinality of W .Here,deg X k T k denotes the degree of T k in the variable X k .•If W is not irreducible,a family {T 1,...,T J }satisfying our conditions exists but is not unique [Lazard,1992,Proposition 2and Remark 1];now the sum j ≤J Πk ≤n deg X k T j k is the cardinality of W .Hereafter,note thatthe superscript in the notation T j k does not denote a j -th power.Note that it necessary to work over the algebraically closed field K ,or more generally to impose separability conditions,to obtain equalities as above,re-lating the degrees in the triangular sets T or {T 1,...,T J }and the number of7points in the variety W.The basic geometric setting.We now turn to more geometric considera-tions.All along this article,wefix afield K,K its algebraic closure,and work in the affine space A m+n(K).We denote by P=P1,...,P m thefirst m coor-dinates in A m+n(K)and by X=X1,...,X n the last n coordinates.We use the notion of geometric degree of an arbitrary affine variety(not necessarily irreducible,nor even equidimensional),introduced in Heintz[1983].In what follows,the affine space A m+n(K)is endowed with two families of projections.For k≤n,we defineµk andπk as follows;hereafter,p denotes a point in A m(K).µk:A m+n(K)→A m+k(K)πk:A m+k(K)→A m(K) (p,x1,...,x n)→(p,x1,...,x k)(p,x1,...,x k)→p.Note in particular thatπn maps the whole space A m+n(K)to A m(K).The main geometric object is a m-dimensional variety W⊂A m+n(K).Our first results are of an intrinsic nature,so we do not need an explicit reference to a defining polynomial system.The assumptions on W follow the description made in the introduction:Assumption1Let{W j}j≤J denote the irreducible components of W.We assume that for j≤J:(1)the imageπn(W j)is dense in A m(K).(2)the extension K(P1,...,P m)→K(W j)is separable.Assumption1.1implies that thefibers of the restriction ofπn to each compo-nent of W are genericallyfinite;this justifies treating thefirst m coordinates as distinguished variables and calling them parameters.Assumption1.2is of a more technical nature,and will help to avoid many difficulties;it is always satisfied in characteristic zero.Under Assumption1,we can define the generic solutions of the variety W. Let J⊂K[P,X]be the radical ideal defining W and J P its extension in K(P)[X].We call generic solutions of W the roots of J P,which are infinite number.We now refer to the previous paragraph,taking K=K(P),and for W the finite set of generic ing Assumption1.2,the ideal J P remains radical in K[X],so the generic solutions are indeed defined over K=K(P). Thus,they can be represented by a family of triangular sets in K(P)[X];our8purpose in this article is to study their complexity properties,and provide algorithms to compute with them.Let us immediately note some particular cases:•If W is irreducible,a single triangular set is enough to represent its generic solutions.•If W is defined over K,it can be written W=∪j≤J W j,where for all j, W j is defined over K,and the defining ideal of W j is prime in K[P,X]. Then the generic solutions of each W j are represented by a triangular set in K(P)[X];the generic solutions of W are represented by their reunion.Projections of W.Before presenting the main results,we introduce some notation related to W and its successive projections.Let k be in1,...,n.First of all,we denote by X≤k thefirst k variables X1,...,X k;if T is a triangular set,T≤k is the sub-family T1,...,T k.We denote by W k⊂A m+k(K)the closure ofµk(W),so in particular W n coincides with W.It is a routine check that for all k,W k satisfies Assumption1 as well.Let J k⊂K[P,X≤k]be the ideal defining W k,and J P,k its extension in K(P)[X≤k].Under Assumption1.1,J P,k coincides with J P∩K(P)[X≤k].Thus if the generic solutions of W are defined by a triangular set T,J P,k is generated by T≤k.For p in A m(K),we denote by W k(p)thefiberπ−1k (p)∩W k and by D k thegeneric cardinality of thefibers W k(p).Finally,let B k be the quotient K(P)[X≤k]/J P,k;by Assumption1.2,the ex-tension K(P)→B k is a product of separablefield ing the separability,B k has dimension D k,by Proposition1in Heintz[1983]. Degree bounds.With this notation,we now present our main results.We assume that the generic solutions of W are represented by a triangular set T=(T1,...,T n)in K(P)[X].In view of the above remarks,this is not a strong limitation:if this assumption is not satisfied,as soon as W is defined over K,the following upper bounds apply to all the K-defined irreducible components of W.As mentioned in the preamble,the degree bounds of T in the X variables areeasily dealt with:for all k≤n,the productΠi≤k deg Xi T i is the dimension ofB k over K(P),that is,the generic cardinality D k of thefibers W k(p).9We will thus concentrate on the dependence with respect to the P variables. For k≤n,the polynomial T k depends only on the variables X1,...,X k,and has coefficients in K(P)=K(P1,...,P m).It is then natural to relate the degrees of these coefficients to the degree of the projection of W on the space of coordinates P1,...,P m,X1,...,X k,that is,W k.This is the object of ourfirst theorem.In all that follows,we call degree of a rational function the maximum of the degrees of its numerator and denomi-nator.Theorem1Let W be a variety satisfying Assumption1,and suppose that the generic solutions of W are represented by a triangular set T in K(P)[X].For k≤n,all coefficients in T k have degree bounded by(2k2+2)k(deg W k)2k+1.This result improves those of Gallo and Mishra[1990]and Szanto[1999]for re-spectively Ritt-Wu’s and Kalkbrener’s unmixed representations.If W is given as the zero-set of a system of n equations of degree d,then Gallo-Mishra’s bound is2n(8n)2n d(d+1)4n2and Szanto’s is d O(n2).With this notation,the B´e zout inequality(Theorem1in Heintz[1983])implies that the degree of W k is at most d n for all k.Thus according to Theorem1, for k≤n,in a worst-case scenario the coefficients in the polynomial T k have degree bounded by(2k2+2)k d2kn+n.Hence the estimate is better for low indices k than for higher indices;this contrasts with the previous results,which gave the same bounds for all T k.For the worst case k=n,our estimates are within the class d2n2+o(n2),to be compared with Gallo and Mishra’s bound of d4n2+o(n2).Any of these bounds are polynomial in d n2;we do not know if this is sharp.More importantly,Theorem1reveals that the degrees of the coefficients of T are controlled by the intrinsic geometric quantities deg W k,rather than by the degrees of a defining polynomial system.For instance,this indicates a good behavior with respect to decomposition,e.g.into irreducible.Also,these degrees may be bounded a priori:in the example presented in Subsection8.3, the B´e zout bound is1024,but an estimate based on the semantics of the problem gives deg W k≤80.Degree of the degeneracy locus.We still assume that the generic solu-tions of W are represented by a triangular set T=(T1,...,T n)in K(P)[X]. Since the coefficients of T are rational functions,there exists an open subset of the parameter space where they can be specialized,and give a description of thefibers ofπn.Theorem2below gives an upper bound on the degree of an hypersurface where this specialization fails.10Theorem2Let W be a variety satisfying Assumption1,and suppose that the generic solutions of W are represented by a triangular set T in K(P)[X]. There exists a polynomial∆W∈K[P]of degree at most(3n deg W+n2)deg W such that,if p∈A m(K)does not cancel∆W:(1)p cancels no denominator in the coefficients of(T1,...,T n).We denoteby(t1,...,t n)⊂K[X]these polynomials with coefficients specialized at p.(2)(t1,...,t n)is a radical ideal.Let Z n⊂A n(K)be the zero-set of the poly-nomials(t1,...,t n);then thefiber W n(p)is{p}×Z n⊂A m+n(K).Just as Theorem1,this result is of an intrinsic nature,since it depends only on geometric quantities.Nevertheless,in strong contrast with the previous result,these bounds are polynomial in the geometric degree of W.In particular,Theorem2shows that the reunion of the zero-sets of all de-nominators of the coefficients of T is contained in an hypersurface of degree bounded polynomially in terms of the degree of W.Thus,the zero-set of any such denominator has degree bounded by the same quantity.Theorem1does not give such a polynomial bound for the degrees of the denominators.Were the upper bounds of Theorem1to be sharp,this would indicate that these denominators are(high)powers of polynomials of moderate degree.Algorithms.The above results are purely geometric,and independent of any system of generators.For algorithmic considerations,we now assume that W is given as the zero-set of a polynomial system F=F1,...,F n in K[P,X]. We make the additional assumption that the Jacobian determinant with re-spect to X is invertible on a dense subset of W.Then Assumption1is satisfied, and we consider the problem of computing triangular sets that represent the generic solutions of W.The underlying paradigm is that solving a zero-dimensional system over K by means of triangular sets is a well-solved task.Thus,the basic idea isfirst to specialize the indeterminates P in the system F,and solve the corresponding system in the remaining variables X,by means of triangular sets in K[X].A lifting process then produces triangular sets with coefficients in a formal power series ring,from which we can recover the required information.Ourfirst contribution treats the case when W is irreducible:its generic so-lutions are then represented by a single triangular set T=(T1,...,T n),and we propose a probabilistic algorithm that computes T1,...,T k for any k.If W is not irreducible,we compute the minimal polynomial of X1modulo the extended ideal(F1,...,F n)in K(P)[X],using similar techniques.We do not treat the general question of computing a whole family of triangular11sets when W is not irreducible.From the practical point of view,this might not be a strong restriction:our results cover all the applications that we had to treat.We use the following complexity notations:•We suppose that F is given by a Straight-Line Program of size L,and that F1,...,F n have degree bounded by d.•We say that f is in O log(g)if there exists a constant a such that f is in O(g log(g)a)—this is sometimes also expressed by the notation f∈O˜(g).•M(D)denotes the cost of the multiplication of univariate polynomials of degree D,in terms of operations in the base ring.M(D)can be taken in O(D log D log log D),using the algorithm of Sch¨o nhage and Strassen[1971].We denote by C0a universal constant such that for any ring R,any integer D and any monic polynomial T in R[X]of degree D,all operations(+,×) in R[X]/(T)can be done in at most C0M(D)operations,see Chapter9 in[von zur Gathen and Gerhard,1999].We assume that there exists constants C1andαsuch that M(D)M(D )≤C1M(DD )log(DD )αholds for all D,D .This assumption is satisfied for all commonly used multiplication algorithms.•M s(D,M)denotes the cost of M-variate series multiplication at precision D.This can be taken less than M((2D+1)M)using Kronecker’s substitu-tion.If the basefield has characteristic zero,this complexity becomes linear in the size of the series,up to logarithmic factors;see[Lecerf and Schost, 2003,Theorem1].We assume that there exists a constant C2<1such that M s(D,M)≤C2M s(2D,M)holds for all D and M.This is the case for all commonly used estimates,for instance for the ones mentioned above.Apart from the above constants,the complexities below are stated in terms of the degrees D k of the rational functions that appear in the output,and the number D n.This number was defined earlier as the generic cardinality of thefibers W n(p);it is thus the generic number of solutions of the parametric system F.Theorem3Assume that W is irreducible.Let p,p be in K m;assume that a description of the zeros of the systems F(p,X),F(p ,X)by triangular sets is known.For k≤n,let D k be the maximum of the degrees of the coefficients of T1,...,T k.Then T1,...,T k can be computed withinO log (nL+n3)(C0C1)n M(D n)M s(4D k,m)+km2D n M(D k)M s(4D k,m−1) operations in K.The algorithm chooses3m−1values in K,including the coordinates of p and p .IfΓis a subset of K,and these values are chosen inΓ3m−1,then the algorithm fails for at most50n(k2+2)3k d6kn+4n|Γ|3m−2 choices.12。
学术英语写作_东南大学中国大学mooc课后章节答案期末考试题库2023年

学术英语写作_东南大学中国大学mooc课后章节答案期末考试题库2023年1.Which of the following is NOT the purpose of nominalization?答案:Express concrete concepts.2.Which of the following statement is TRUE?答案:The sentence nominalization formula consists of 4 steps, writing a simple sentence, nominalizing a main verb or adjective, adding a second verb and writing the additional information.3.To avoid plagiarism, graduate students can________.答案:not use exactly the same language when borrowing ideas4.Which of the following statements is TRUE in terms of paraphrasing?答案:Lexical+syntactic paraphrasing is better than separate use of lexical orsyntactic paraphrasing.5.To begin the Discussion section, you may remind readers of your ______,preferably in a single sentence.答案:goals6.Discussion sections which do not have a Conclusion may end with _________.答案:what the findings imply7.Unlike the Abstract and Introduction, the Conclusions section does not_________.答案:provide background details8.One of the key elements of the Conclusion section is a final _________ on thesignificance of the findings in terms of their implications and impact, along with possible applications to other areas.judgment9.________ answer the question “Why did the event happen?”答案:Causes10.If you can discuss a cause without having to discuss any other causes, thenvery likely it is a ______ cause.答案:direct11. A ________ means two unrelated things happening together.答案:coincidence12.If you are describing ideas and concepts, ________ language is appropriate.abstractpared with the sign ‘HOUSE FOR SALE’, ‘HOME FOR SALE’ may bepreferred for advertisement because the word ‘home’ is full of _________.答案:connotations14.Speaking of basic sentence structures we may think of all of the followingexcept ________.答案:common sentences15. A ___ thesis statement may make a claim that requires analysis to support andevolve it.答案:strong16.“Shopping malls are wonderful places.” is a weak thesis statement in that it_________.答案:offers personal conviction as the basis for the claim17. A weak thesis statement _________.答案:either makes no claim or makes a claim that does not need proving18.Which of the following words or expressions can NOT be used as a sequentialmarker?答案:although19.The authors prefer to use the adjectives such as “apparent” and “obvious”when describing the information of the graphs because they want to____ the significant data.答案:highlight20.Which of the following statements is NOT true when we describe theinformation in a graph and make some comparison?答案:We only compare the information which we are very familiar with.21.Which of the words and expressions can be used to show contrast?答案:on the contrary22.The Method Section provides the information by which the ______ andcredibility of a study can ultimately be judged.答案:validity23.Which of the statements is NOT true about the Method Section?答案:The Method Section is very important because it provides the information of data collection and data analysis.24.When referring to a figure, you can use an expression like ______.答案:As shown in Figure 1…25.To write a literature review, what should you write about after discussing thelimitations of the previous works?答案:The gap revealed by these limitations.26.If you plan to discuss various theories, models, and definitions of keyconcepts in your literature review, which of following method would youadopt to organize it?答案:Theoretical27.Which of the following tenses could be used to refer to ongoing situations, i.e.when authors are still investigating a particular field?答案:The present perfect28.______ is used for communication between the editor and authors.答案:Cover letter29.The register of the following discourse is ____.Dear Professor Adams, I’m texting you to ask for a sick leave for your class of next week. I was just diagnosed as having flu, which is contagious. Can I have your PowerPoint to make it up? Thank you very much for your understanding.答案:consultative30.The register of the following discourse is ____.I’m sick and tired of your crap!答案:personal31.For beginner writers, the title should be as short as possible.答案:错误32.If you find a book highly relevant to your essay, you don't have to search forother materials.答案:错误33. A student should choose a topic for their essay based on professors’ interest.答案:错误34.Nominalization makes writing more “written” and professional.答案:正确35.Keywords can be selected from the method used in a paper.答案:正确36.IEEE style is always used in medicine.答案:错误37.There are only two reference styles.答案:错误38.Reference is used to avoid unethical behaviors in academic writing.答案:正确39.For a paper, properly selected keywords can increase its possibilities of beingread and cited.答案:正确40.Cover letter is written to the author of a paper.答案:错误41.The contact information is unnecessary to be provided in a cover letter.答案:错误42.Acknowledgement sometimes will be omitted in a paper.答案:正确43.Acknowledgement is used to express gratitude to tutors but not fundproviders.答案:错误44.The elements included in the Method Section should be the same in differentjournals.答案:错误45.When you conduct your experiments by following other researchers’methods, you should acknowledge these researchers to avoid plagiarism.答案:正确46.We only use the past tense when writing the Method Section and the ResultsSection.答案:错误47.The purpose of writing a literature review is to produce a thesis statementbased on the current understanding about the research topic.答案:正确48.The simple literature review model not only presents the current state ofknowledge about a topic but also argues how this knowledge reasonablyleads to a problem or to a question requiring original research.答案:错误49.Your professor discussed some interesting ideas in today’s lecture on Plato. Itis not academically dishonest if you decide to use these ideas in your paper without giving the source.答案:错误50.To summarize is to give a shortened version of the written or spokenmaterial, stating the main points and leaving out anything that is notessential.答案:正确。
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294 F. Eckman
(4) Voiced obstruents Most marked
Voiceless obstruents
Sonorant consonants
Vowels Least marked
T h e hierarchy in (4) represents a universal implicational relation with respect to the types of segments that a language allows in word-final position, such that if a language allows one of the segment types on the hierarchy to occur word-finally, then it necessarily also allows all segment types below it on the hierarchy to occur word-finally, but not necessarily the segment types above it on the hierarchy.
For example, all languages allow vowels word-finally, but some allow only vowels in this position. Other languages allow voiced obstruents to occur finally, and it is the case that all languages that do allow final voiced obstruents also allow voiceless obstruents, sonorant consonants and vowels to occur in this position. Thus, in any language, the occurrence of word-final voiced obstruents implies the occurrence of word-final voiceless obstruents, which in turn implies the occurrence of final sonorant consonants and vowels. T h e markedness relations shown in (4) are inferred from this implicational relationship.
Using these markedness relations, the M D H predicts that the most difficult segment type to learn word-finally is voiced obstruents, and that the least difficult is vowels. N o w, any given L2 learner can be viewed as being placed somewhere on the above markedness scale by his/her N L. That is, by virtue of having acquired a primary language, an L2 learner already has the ability to produce at least some of the segment types in (4) in word-final position and is assumed to be able to produce these in the T L.W h a t, if anything, a learner has to acquire concerning word-final segments in the T L depends on where on the above hierarchy the T L falls. In other words, it depends on how far the N L is from the T L on the above markedness scale.
For example, a Japanese speaker learning English must learn to produce word-final voiced and voiceless obstruents, because Japanese allows only vowels and sonorant consonants in final position. O n the other hand, a Polish speaker learning English must learn to produce word-final voiced obstruents, since Polish allows only voiceless obstruents, sonorants and vowels in this position.
Thus, the M D H assumes that the L2 learner can apply or transfer to the T L those structures already learned in the N L, and that the amount of difficulty encountered with a given T L structure not contained in the N L will correspond to the relative degree of markedness of that structure. With respect to word-final segments, Polish is closer to English on the markedness scale in (4) than is Japanese. Consequently, the M D H predicts that a Polish learner of English will have relatively less difficulty with English final segments than will a Japanese learner.
T h e second assumption made by the M D H is that the structure of IL's is shaped by the same general principles that shape the structure of.primary languages. In fact, given the assumption that a learner will acquire less difficult structures before acquiring related structures which are more difficult, this is a corollary of the M D H. T o see this, let us consider once again the hierarchy in (4). A s a language universal, this hierarchy claims that, with respect to the types of word-final segments allowed, one。