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Pigeon hole principle
JOURNAL OF FORMALIZED MATHEMATICSVolume2,Released1990,Published2003Inst.of Computer Science,Univ.of BiałystokPigeon Hole PrincipleWojciech A.TrybulecWarsaw UniversitySummary.We introduce the notion of a predicate that states that a function is one-to-one at a given element of its domain(i.e.counterimage of image of the element is equal to itssingleton).We also introduce some rather technical functors concerningfinite sequences:thelowest index of the given element of the range of thefinite sequence,the substring preceding(and succeeding)thefirst occurrence of given element of the range.At the end of the articlewe prove the pigeon hole principle.MML Identifier:FINSEQ_4.WWW:/JFM/Vol2/finseq_4.htmlThe articles[7],[10],[8],[3],[11],[4],[1],[5],[6],[2],and[9]provide the notation and terminol-ogy for this paper.For simplicity,we adopt the following rules:f is a function,p,q arefinite sequences,A,B,x,y, z are sets,and i,k,n are natural numbers.Let us consider f,x.We say that f is one-to-one at x if and only if:(Def.1)f−1(f◦{x})={x}.The following propositions are true:(2)1If f is one-to-one at x,then x∈dom f.(3)f is one-to-one at x iff x∈dom f and f−1({f(x)})={x}.(4)f is one-to-one at x iff x∈dom f and for every z such that z∈dom f and x=z holdsf(x)=f(z).(5)For every x such that x∈dom f holds f is one-to-one at x iff f is one-to-one.Let us consider f,y.We say that f yields y just once if and only if:(Def.2)There exists afinite set B such that B=f−1({y})and card B=1.We now state several propositions:(7)2If f yields y just once,then y∈rng f.(8)f yields y just once iff there exists x such that{x}=f−1({y}).(9)f yields y just once if and only if there exists x such that x∈dom f and y=f(x)and forevery z such that z∈dom f and z=x holds f(z)=y.(10)f is one-to-one iff for every y such that y∈rng f holds f yields y just once.(11)f is one-to-one at x iff x∈dom f and f yields f(x)just once.Let us consider f,y.Let us assume that f yields y just once.The functor f−1(y)yielding a set is defined by:(Def.3)f−1(y)∈dom f and f(f−1(y))=y.We now state several propositions:(16)3If f yields y just once,then f◦{f−1(y)}={y}.(17)If f yields y just once,then f−1({y})={f−1(y)}.(18)If f is one-to-one and y∈rng f,then f−1(y)=f−1(y).(20)4If f is one-to-one at x,then f−1(f(x))=x.(21)If f yields y just once,then f is one-to-one at f−1(y).We use the following convention:D denotes a non empty set and d,d1,d2,d3denote elements of D.Let us consider D and let us consider d1,d2.Then d1,d2 is afinite sequence of elements of D.Let us consider D and let us consider d1,d2,d3.Then d1,d2,d3 is afinite sequence of elements of D.Let X,D be sets,let p be a partial function from X to D,and let i be a set.Let us assume that i∈dom p.The functor p i yields an element of D and is defined as follows:(Def.4)p i=p(i).The following propositions are true:(22)For all non empty sets X,D and for every function p from X into D and for every elementi of X holds p i=p(i).(24)5For every set D and for everyfinite sequence P of elements of D and for every i such that1≤i and i≤len P holds P i=P(i).(25) d 1=d.(26) d1,d2 1=d1and d1,d2 2=d2.(27) d1,d2,d3 1=d1and d1,d2,d3 2=d2and d1,d2,d3 3=d3.Let us consider p and let us consider x.The functor x p yielding a natural number is defined as follows:(Def.5)x p=(Sgm(p−1({x})))(1).Next we state a number of propositions:(29)6If x∈rng p,then p(x p)=x.(30)If x∈rng p,then x p∈dom p.(31)If x∈rng p,then1≤x p and x p≤len p.(32)If x∈rng p,then x p−1is a natural number and len p−x p is a natural number.(33)If x∈rng p,then x p∈p−1({x}).(34)For every k such that k∈dom p and k<x p holds p(k)=x.(35)If p yields x just once,then p−1(x)=x p.(36)If p yields x just once,then for every k such that k∈dom p and k=x p holds p(k)=x.(37)If x∈rng p and for every k such that k∈dom p and k=x p holds p(k)=x,then p yieldsx just once.(38)p yields x just once iff x∈rng p and{x p}=p−1({x}).(39)If p is one-to-one and x∈rng p,then{x p}=p−1({x}).(40)p yields x just once iff len(p−{x})=len p−1.(41)Suppose p yields x just once.Let given k such that k∈dom(p−{x}).Then(i)if k<x p,then(p−{x})(k)=p(k),and(ii)if x p≤k,then(p−{x})(k)=p(k+1).(42)Suppose p is one-to-one and x∈rng p.Let given k such that k∈dom(p−{x}).Then(i)(p−{x})(k)=p(k)iff k<x p,and(ii)(p−{x})(k)=p(k+1)iff x p≤k.Let us consider p and let us consider x.Let us assume that x∈rng p.The functor p←x yields afinite sequence and is defined by:(Def.6)There exists n such that n=x p−1and p←x=p↾Seg n.Next we state several propositions:(45)7If x∈rng p and n=x p−1,then p↾Seg n=p←x.(46)If x∈rng p,then len(p←x)=x p−1.(47)If x∈rng p and n=x p−1,then dom(p←x)=Seg n.(48)If x∈rng p and k∈dom(p←x),then p(k)=(p←x)(k).(49)If x∈rng p,then x/∈rng(p←x).(50)If x∈rng p,then rng(p←x)misses{x}.(51)If x∈rng p,then rng(p←x)⊆rng p.(52)If x∈rng p,then x p=1iff p←x=/0.(53)If x∈rng p and p is afinite sequence of elements of D,then p←x is afinite sequence ofelements of D.Let us consider p and let us consider x.Let us assume that x∈rng p.The functor p→x yielding afinite sequence is defined by:(Def.7)len(p→x)=len p−x p and for every k such that k∈dom(p→x)holds(p→x)(k)= p(k+x p).One can prove the following propositions:(57)8If x∈rng p and n=len p−x p,then dom(p→x)=Seg n.(58)If x∈rng p and n∈dom(p→x),then n+x p∈dom p.(59)If x∈rng p,then rng(p→x)⊆rng p.(60)p yields x just once iff x∈rng p and x/∈rng(p→x).(61)If x∈rng p and p is one-to-one,then x/∈rng(p→x).(62)p yields x just once iff x∈rng p and rng(p→x)misses{x}.(63)If x∈rng p and p is one-to-one,then rng(p→x)misses{x}.(64)If x∈rng p,then x p=len p iff p→x=/0.(65)If x∈rng p and p is afinite sequence of elements of D,then p→x is afinite sequence ofelements of D.(66)If x∈rng p,then p=(p←x) x (p→x).(67)If x∈rng p and p is one-to-one,then p←x is one-to-one.(68)If x∈rng p and p is one-to-one,then p→x is one-to-one.(69)p yields x just once iff x∈rng p and p−{x}=(p←x) (p→x).(70)If x∈rng p and p is one-to-one,then p−{x}=(p←x) (p→x).(71)If x∈rng p and p−{x}is one-to-one and p−{x}=(p←x) (p→x),then p is one-to-one.(72)If x∈rng p and p is one-to-one,then rng(p←x)misses rng(p→x).(73)If A isfinite,then there exists p such that rng p=A and p is one-to-one.(74)If rng p⊆dom p and p is one-to-one,then rng p=dom p.(75)If rng p=dom p,then p is one-to-one.(76)If rng p=rng q and len p=len q and q is one-to-one,then p is one-to-one.(77)p is one-to-one iff cardrng p=len p.In the sequel f denotes a function from A into B.We now state four propositions:(78)For allfinite sets A,B and for every function f from A into B such that card A=card B andf is one-to-one holds rng f=B.(79)For allfinite sets A,B and for every function f from A into B such that card A=card B andrng f=B holds f is one-to-one.(80)If B<A and B=/0,then there exist x,y such that x∈A and y∈A and x=y and f(x)=f(y).(81)If A<B,then there exists x such that x∈B and for every y such that y∈A holds f(y)=x.R EFERENCES[1]Grzegorz Bancerek.Cardinal numbers.Journal of Formalized Mathematics,1,1989./JFM/Vol1/card_1.html.[2]Grzegorz Bancerek.The fundamental properties of natural numbers.Journal of Formalized Mathematics,1,1989.http://mizar.org/JFM/Vol1/nat_1.html.[3]Grzegorz Bancerek and Krzysztof Hryniewiecki.Segments of natural numbers andfinite sequences.Journal of Formalized Mathematics,1,1989./JFM/Vol1/finseq_1.html.[4]Czesław Byli´n ski.Functions and their basic properties.Journal of Formalized Mathematics,1,1989./JFM/Vol1/funct_1.html.[5]Czesław Byli´n ski.Functions from a set to a set.Journal of Formalized Mathematics,1,1989./JFM/Vol1/funct_2.html.[6]Agata Darmochwał.Finite sets.Journal of Formalized Mathematics,1,1989./JFM/Vol1/finset_1.html.[7]Andrzej Trybulec.Tarski Grothendieck set theory.Journal of Formalized Mathematics,Axiomatics,1989./JFM/Axiomatics/tarski.html.[8]Andrzej Trybulec.Subsets of real numbers.Journal of Formalized Mathematics,Addenda,2003./JFM/Addenda/numbers.html.[9]Wojciech A.Trybulec.Non-contiguous substrings and one-to-onefinite sequences.Journal of Formalized Mathematics,2,1990./JFM/Vol2/finseq_3.html.[10]Zinaida Trybulec.Properties of subsets.Journal of Formalized Mathematics,1,1989./JFM/Vol1/subset_1.html.[11]Edmund Woronowicz.Relations and their basic properties.Journal of Formalized Mathematics,1,1989./JFM/Vol1/relat_1.html.Received April8,1990Published January2,2004。
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服装验收单模板
服装验收单模板篇一:服装检验标准(原版)服装检验和测试标准(全套)服装通用检验和测试标准2008年进出口服装检验启用部分新标准我国进出口服装检验本月起采用新标准，出口服装的环保和安全标准有所提高，新增了服装内在质量常规检验项目和安全检验项目以及童装检验标准等。
中山检验检疫局提醒相关进出口企业，尽快熟悉和掌握新标准。
我国出口服装检验将采用新标准《进出口服装检验规程》，由9个部分组成，包括《通则》、《抽样》、《室内服装》、《牛仔服装》、《西服、大衣》、《羽绒服装及羽绒制品》、《衬衫》、《儿童服装》、《便服》等。
中山检验检疫部门人士介绍，新标准的制定和实施突出了保护消费者的人身安全、卫生、健康和保护环境的主题。
与现行标准相比，新标准增加了《通则》和《儿童服装》部分，《通则》部分明确了服装内在质量中的常规检验项目和安全检验项目;《儿童服装》中除了对偶氮、甲醛等有毒有害物质的检测项目有明确规定外，还根据儿童喜欢拉、扯、咬服1装上装饰物的特点，对童装上小部件、装饰物的抗扭、抗拉也提出了明确的要求，防止被儿童误吞造成窒息的危险。
近来的全球金融风暴加重了国内纺织服装业经营压力，中山劳动密集型的服装代工企业也同样遭受生存压力。
该人士称，此次新标准的出台旨在加强服装产品质量，提升中国纺织服装业国际竞争力。
企业需要及时掌握并严格执行，保证进出口服装的质量合格和贸易的顺利开展，确保不被市场所淘汰。
各部位尺寸公差表单位:英寸部位:一般(+/-)洗水(+/-)测量、方法胸围:3/8 1/2 夹下1平度(周围计算)腰围:3/8 1/2 夹下最细处平量(周围计算)下摆:1/23/4 下摆处平度(周围计算)衣长: 3/8 1/2 后领窝中点量至下摆袖长:1/4 3/8 肩顶点至袖口夹直:1/4 1/4 夹圈直度袖脾围:1/4 3/8 袖夹底至袖中线垂直度(周围计算)袖口:1/81/4 袖口处平度(周围计算)肩宽:1/43/8 左肩顶点至右肩顶点平度领围:1/4 3/8 领窝一周前胸宽:1/4 3/8 前幅两夹最细处平度2后背宽:1/4 3/8 后幅两夹最细处平度腰围:3/8 1/2 扣好钮扣或裤钩平行裤头度，由裤头中间横度(周围计算)臀围:1/2 3/4 裤头摊平由浪上3“V”度(周围计算)脾围:1/4 3/8 摊平裤筒，浪底处横度(周围计算)前浪连裤头:1/4 1/4 由浪底度上裤头顶端(度量部位自然平放)后浪连裤头:1/4 3/8 由浪底度上裤头顶端(度量部位自然平放)外长短:1/4长:3/8 短:3/8长:1/2 裤平摊，由裤脚口边度至裤头顶端内长短:1/8长:1/4 短:1/4长:3/8 裤平摊，由脚口边度至浪底脾位(围):1/4 3/8 浪底落地3平度或者按照制单要求(周围计算含左右互差)脚口:1/8 1/4 裤脚口处平摊横度(含左右互差)拉链长度:1/8 1/4 由拉链底封尾处度至拉链口封口处钮牌:1/8 1/8 由钮牌口度至间线处耳仔长及宽:1/8 1/8 由起点到耳仔顶及平度(含相互间互差) 袋口长:1/8 1/4 袋口处平摊两点平度(含左右互差)袋口宽:1/8 袋口处平摊两点平度(含左右互差)裤头高 1/8 裤头底到顶端点直度。
受控文件规章制度编号
受控文件规章制度编号1. 引言本文档旨在规范受控文件的管理和编号，确保文件的组织、存储和检索的一致性和可追溯性。
这些规章制度编号适用于公司内部文件管理，并应严格遵守。
2. 受控文件规章制度的定义受控文件是指公司文档中的重要文件，包括政策、程序、工作指南、标准操作程序、合同等。
规章制度是对这些受控文件进行管理的指引和规范。
3. 受控文件规章制度编号的目的编制和使用受控文件规章制度编号有以下目的：•确保文件的唯一性和易于辨识。
•提高文件的可检索性和可追溯性。
•便于文件的版本管理和修订追踪。
•简化文件的存储和归档流程。
•加强文件安全性和权限管理。
4. 受控文件规章制度编号的结构受控文件规章制度编号由两部分组成，分别为一个标识符和一个版本号。
4.1 标识符标识符用于唯一标识一个受控文件规章制度。
它由字母和数字组成，具体构成如下：•文件类型缩写：受控文件规章制度的类型缩写，例如政策（POL）或程序（PRO）。
•文件所属部门缩写：受控文件规章制度所属部门的缩写，由英文字母组成。
•文件序号：受控文件规章制度在所属部门中的序号，由数字组成。
示例：POL-FIN-0014.2 版本号版本号用于标识受控文件规章制度的版本信息，采用“主版本号.次版本号”的格式。
版本号的更新原则如下：•主版本号：在文件进行重大修改、结构调整或全面修订时，主版本号增加，次版本号清零。
•次版本号：在文件进行局部修订、增补或更新时，次版本号增加。
示例：1.05. 使用受控文件规章制度编号的步骤使用受控文件规章制度编号的步骤如下：1.根据文件类型确定相应的文件类型缩写。
2.根据文件所属部门确定相应的部门缩写。
3.根据文件在所属部门中的序号确定文件序号。
4.根据文件的版本确定相应的版本号。
5.将标识符和版本号组合成完整的规章制度编号。
6. 受控文件规章制度编号的存储和归档受控文件规章制度应按照规章制度编号进行存储和归档。
具体步骤如下：1.创建文件夹：按照部门缩写创建文件夹，例如“FIN”文件夹代表财务部门。
千里马前台系统V72报表使用手册
密级：公开文档编号：版本号：V1.0千里马前台系统V72 报表手册广州万迅电脑软件有限公司---------------------------------------------------------------------广州万迅电脑软件有限公司对本文件资料享受著作权及其它专属权利，未经书面许可，不得将该等文件资料（其全部或任何部分）披露予任何第三方，或进行修改后使用。
目录财务报表 (7)Fin01营业收入日报表Daily Revenue Report (7)Fin02营业收入统计报表Sum Revenue Report (9)Fin03营业收入统计报表(按建筑物分组) Sum Revenue Report(By Building) (11)Fin04房间消费统计报表Room Charge Report (13)Fin05房间结算统计报表Room Payment Report (14)Fin06己结帐项目汇总表Transaction Summry - Cash Basic (16)Fin07结帐分析报表Cashier Statement - Summary (18)Fin08未结帐项目明细报表Not Settled On Cash Basic (20)Fin09己结帐项目明细表（收付制）Transaction Details - Cash Basic (22)Fin10收银员结帐帐户明细表Account Settled by Cashier - Cash Basic (24)Fin11收银员结帐项目汇总表Cashier Settled by Item - Cash Basic (26)管家报表 (28)Hkp01在住房报表Occupied Room List (28)Hkp02长住房报表Long Stay Room List (30)Hkp03免费房报表Comp Room List (31)Hkp04折扣房报表Discount Room List (32)Hkp05自用房报表House Use Room List (34)Hkp06待修房报表OOO Room List (35)Hkp07停用房报表OOS Room List (36)Hkp08待清洁房报表Dirty Room List (37)Hkp09矛盾房报表Room Discrepancy Report (39)Hkp10房间状态报表Room Status Report (40)Hkp11楼层房态报表Room Status Report By Floor (42)Hkp12遗留物品明细表Room Material Report (44)Hkp13客房物品登记表Room Material Report (46)Hkp14当前房态报表Current Room Status (47)Hkp15在住客人特殊服务报表Special Services Report (49)Hkp16客房清扫安排表Current Room Status Cross Table (50)Hkp20客房清洁记录报表Room's Cleaning Report (52)Hkp21 预离房间报表Departure Room List (53)Hkp22当前房态纵横表Current Room Status Cross Table (54)Hkp23房态转换日志报表Room Status History Report (55)Hkp29商品进出存查询报表Item Qth Report (57)Hkp30商品明细帐查询报表Item Qth Detail Report (58)会员报表 (59)Mem01在住会员报表In House Members (59)Mem02会员生日报表（预\住）Member's Birthday Report (60)Mem03会员消费明细表Posting Details Report By Members (61)Mem04会员消费汇总表Posting Summary Report By Members (62)Mem05 会员已结帐项目汇总表Member Transaction Summary - Cash Basic (63)Mem06 会员已结帐项目明细统计报表Transaction Details - Settled On Cash (64)接待报表 (65)Rec01在住客人报表In House Guests (65)Rec01a在住房报表Room Occupancy Details (66)Rec01b历史在住客人报表In House Guests Histroy (68)Rec02在住境外客人报表In House Guests - Foreigner (70)Rec03在住VIP客人报表In House Guests - VIP (71)Rec04在住团体统计表In House Groups (72)Rec05在住团体客人报表In house Guests - Group (73)Rec06实际抵店客人报表Actual Arrival (74)Rec07预订入住客人报表Actual Arrivals - Reservation (75)Rec08直接抵店客人报表Walk In Guests (76)Rec09提前离店客人报表Early Departure (77)Rec10逾期离店客人报表Extend Departure (78)Rec11实际离店客人报表Actual Departure Guests (79)Rec12预计离店客人报表Expected Departure - FIT (80)Rec13预计离店VIP报表Expected Departure - VIP (81)Rec14预计离店团体报表Expected Departure - Group (82)Rec15客人生日报表（预\住）Guest's Birthday Report (83)Rec16当日开房报表All Arrival Today (84)Rec17接待员开房统计表Checked In - Receptionist (85)Rec17b接待员开房明细表Checked In List-Receptionist (86)Rec18 换房调价报表Room Changed Report (87)Rec18a 自动租季调整房价明细报表Rate Season Changed List Report (88)Rec19a在住房号速查表（按团体）Rooms Occupied by Group (89)Rec19b 在住房号速查表（按公司）Rooms Occupied by Company (90)Rec19c在住房号速查表（按旅行社）Rooms Occupied by Travel Agency (91)Rec20续住房报表Extend Stay Room Report (92)Rec22留言报表Message Report (93)Rec23门锁发卡记录表Ic Log Report (94)经理报表 (95)Man05客房营业情况表Room Recapitulation (95)Man06客类分析表Guest Analysis - Market (97)Man07客源分析表Guest Analysis - Source (99)Man08客源地理分析表Guest Source - Geographics (101)Man09客源地区分析表Guest Source - Region (103)Man10客房营收比较图Room's Charge Graph (105)Man11客房营业收入趋势图Room's Charge Trend Graph (107)Man12客房房间比例图Room Scale Graph (109)Man15每日开房率统计报表Daily Lease Ratio Statistics Report (110)Man21每月开房率统计报表Monthly Lease Ratio Statistics Report (112)Man35c地区分类-市场类别统计分析表Region-Market Sales Analysis (114)Mgr02a客房销售日报表-房价代码Room Sales Report-RateCode (116)Mgr02b客房销售日报表-客房种类Room Sales Report-RoomType (118)Mgr02c客房销售日报表-市场类别Room Sales Report-Market (120)Mgr02d客房销售日报表-客人来源Room Sales Report-Source (121)收银报表 (124)Acc01超额催收报表High Balance Report (124)Acc02日租控制报表Day Use Report (125)Acc03收银员入帐项目汇总Posting Summary Report By Cashier (126)Acc04收银员入帐项目明细表Posting Details Report By Cashier (128)Acc05入帐项目明细表Posting Details Report By Item (130)Acc06挂帐明细表City Ledger Report (132)Acc07押金明细表Deposit Report (134)Acc08信用授权报表Credit Authorization Report (135)Acc10押金结余明细报表Deposit Statement - Summary (136)Acc11当日退房报表Checked Out Today (138)Acc12帐户余额表Account Balance (140)Acc13帐户明细表Guest Ledger (142)Acc14帐户控制报表Account Control Report (144)Acc15团体稽查报表Group's Checking Report (146)Acc18客房商品销售明细统计表 (147)Acc19A 发票明细表Invoice Detail (148)Acc21 结帐退房报表Settle&&Check Out List (149)Acc23 收银员外币兑换明细表Cashier Stat-Currency Exchange Details (151)销售报表 (152)Sal01合约公司业绩统计表Revenues form Contract Company (152)Sal02旅行社销售业绩统计表Revenues form Travel Agency (154)Sal03 销售人员业绩统计表Sales Statistics (156)Sal04在住合约客户报表In House Guest With Contract (158)Sal05客户重要纪念日报表Important Dates of Customer (159)Sal06客户拜访记录报表Visit Log of Customer (160)Sal07a客历业绩统计报表Revenues from Profile (161)Sal07客史统计报表Guest History Statistic (163)Sal08b客户喜好记录报表Guest Preference Report (165)Sal08客户投诉记录报表Guest Complaintment Report (166)Sal15销售协议业绩统计表Contract Statistic (167)Sal16销售协议佣金统计表Contract Commission (169)Sal17销售协议业绩月统计表Contract Month Statistics (170)Sal20合约公司业绩分析表Revenues analysis form Contract Company (172)Sal21合约旅行社业绩分析表Revenues analysis form Contract Agent (174)Sal22销售人员业绩月统计表Sales Month Statistics (176)夜核报表 (178)Hkp27已退迟回复报表Checked-out But Late Replay Report (178)Hkp28已回复迟退房报表Replied But Late Check-out Report (179)Nit01房租日报表Room Rate Posted Report (180)Nit02冲减/退帐明细表Rebate Report (182)Nit03退款明细表Refund Report (183)Nit04 转帐明细表Transfer - Details (184)Nit05 危险转帐明细表Transfer - Dangerous (185)Nit06 特别事件跟踪报表Event Log (187)预订报表 (189)Res01预计抵店散客报表Expected Arrival - FIT (189)Res02预计抵店团体报表Expected Arrival - Group (190)Res03预计抵店VIP报表Expected Arrival - VIP (191)Res04 预订未到客人报表No Show Report (192)Res05 预订取消客人报表Cancellation Report (193)Res06 预订等候客人报表Waiting List Report (194)Res07 预订团体排房报表Group Rooming List - Reservation (195)Res08房类预测报表Room Type Available Forcasting (196)Res08b房间预测报表Room Forecast Report (198)Res09当前可售房报表Current Room Availability (200)Res22团体用房预测报表Group Reservation Report (202)Resa1客房配额汇总表Rooms Allotment Report (203)Resa2客房配额明细表Rooms Allotment Detail Report (204)穿透报表 (206)Drl04 在住客人报表04 In House Guests (206)Drl07入帐项目明细表 (208)Drl08房类预测报表的穿透报表 (210)Drl13公司、旅行社业绩穿透表 (211)Drl14销售协议、销售人员业绩穿透表 (213)Drl15客源、客类分析穿透表 (214)Drl16商品单据查询穿透报表Item Docno Report (216)Drl17商品消费查询穿透报表Item Trans Report (217)财务报表Fin01营业收入日报表Daily Revenue Report[用途及说明]：查询指定营业日内，酒店的营业收入情况，包括营业日的期初余额、本期收入情况、期末余额。
SAP S4中文资料
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2.主数据
2.11 主数据管理(MDM)3.0集成
ECC 可使用MDM3.0
S/4 HANA 用于IDoc流程（入站/出站）的主数据管理 (MDM)事务代码在新版本中将不可用: 本地的提取控制 MDM_CLNT_EXTR （暂在S/4服务器上测试时仍可使用）
通过SAP发布的Note，客户可以在实施中以表 MDMFDBEVENT，MDMFABID及 MDMFDBPR来取代MDM特定IDoc流程
S4 SIMPL_OP1511 变化文档
编写人： 编写日期：2016-01-05 更新日期：
客户logo
目录
1 2
S4 整体改变介绍
主数据 销售与分销 采购 生产计划 质量管理 财务 交叉课题
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4
5
6 7
8
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1.S4 整体改变介绍
SAP S/4HANA是SAP的新一代商务套件，它建立在当前最先进的存储平台之一SAP HANA之上，以 SAP Fiori用户体验为设计原则。
项目库存评估分类
价格控制S
全部价值PP
ቤተ መጻሕፍቲ ባይዱ11
2.主数据
2.8 与互联网应用组件(IACs)集成的产品目录功能
ECC 产品目录功能与SAP ERP Online Store集成
S/4 HANA Hybris通过与每个部分后端的集成来支持网络 渠道的业务流程，因为Hybris组件的出现，这 部分功能将被取消。
SAP Notes: 2224436, 2198647
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3.销售与分销
3.2 定价(SD Pricing)
ECC 过去定价结果储存在表KONV中
S/4 HANA 在SAP S/4HANA中，表KONV被 PRCD_ELEMENTS取代，但表KONV仍旧可 以用于数据说明。在应用编码中它依旧可以定 义定价结果结构。 DDIC变化和界面变化：字段VAKEY从所有条 件抬头表中除移，字段VADAT也被除移，防止 因为物料号扩大而造成的数据转移；长数据元 素VAKEY_LONG and VADAT_KO_LONG(CHAR255)被引进；使用 CL_COND_VAKEY_SRV时，VAKEY和 VADAT可以在运行时决定。
MRP_logic
1. Determine Available Warehouse Stock 2. Determine Planned Receipts (after considering existing issues and receipts) 3. Calculate the Shortage Quantity
Firmed receipts: production order, purchase order, firmed planned order
The planning run will not automatically displace firmed receipts.
SAP AG 2001, A Business View of mySAP Financials, GBU FIN - 5
Exception message
Receipts
Reschedule in
Exception message
Reschedule out Time
*
*
Tolerance
Reqmts
Tolerance
Tolerance
In-house production time + Goods receipt processing time + Rescheduling horizon
Lot Size
Shortage
Sales Orders Planned Orders Planned Ind Reqmts Production Orders Purchase Requisitions Purchase orders Warehouse Stock Supply
2.第二代支付系统报文交换标准(大额支付系统分册)
第二代支付系统报文交换标准【大额支付系统分册】（版本1.0）中国人民银行清算总中心2010年10月第二代支付系统报文格式标准（大额支付系统分册） RDC-DED -MEC中国人民银行清算总中心 第2页注：变化状态：A —增加，M —修改，D —删除目录1报文清单及概要 (4)1.1报文清单 (4)1.2数据类型 (4)2二代支付系统报文（XML格式） (5)2.1（复用ISO20022报文）客户发起汇兑业务报文<HVPS.111.001.01> (5)2.2（复用ISO20022报文）金融机构发起汇兑业务报文<HVPS.112.001.01> (18)2.3（复用ISO20022报文）即时转账报文<HVPS.141.001.01> (22)2.4即时转账排队/撤销通知报文<HVPS.142.001.01> (33)2.5PVP结算申请信息报文<HVPS.143.001.01> (36)2.6PVP结算应答信息报文<HVPS.144.001.01> (40)2.7申请清算银行汇票资金报文<HVPS.151.001.01> (41)2.8银行汇票全额兑付通知报文<HVPS.152.001.01> (49)2.9银行汇票申请退回业务报文<HVPS.153.001.01> (51)2.10大额业务对账申请报文<HVPS.710.001.01> (54)2.11大额业务汇总核对报文<HVPS.711.001.01> (57)2.12大额业务明细核对申请报文<HVPS.712.001.01> (60)2.13大额业务明细核对应答报文<HVPS.713.001.01> (62)2.14大额业务下载申请报文<HVPS.714.001.01> (64)2.15大额业务下载应答报文<HVPS.715.001.01> (66)2.16大额预对账报文<HVPS.716.001.01> (67)2.17资金拆借信息下载报文<HVPS.717.001.01> (69)3业务组件 (71)1报文清单及概要1.1报文清单1.2数据类型2二代支付系统报文（XML格式）2.1（复用ISO20022报文）客户发起汇兑业务报文<hvps.111.001.01>2.1.1报文功能当业务涉及到客户的个人账户时，发起参与机构组此报文发送到CNAPS2，在CNAPS2完成资金清算后实时转发接收参与机构，并将业务处理结果使用清算回执报文返回给发起参与机构。
mc145151_2_5_6_7_8
MC145151–2 through MC145158–21MOTOROLAMC145151–2 through MC145158–25MC145151–2 through MC145158–29MC145151–2 through MC145158–213MC145151–2 through MC145158–2MOTOROLA15OUTPUT PINSPD outPhase Detector A Output (Pin 6)Three–state output of phase detector for use as loop–error signal. Double–ended outputs are also available for this pur-pose (see φV and φR ).Frequency f V > f R or f V Leading: Negative Pulses Frequency f V < f R or f V Lagging: Positive PulsesFrequency f V = f R and Phase Coincidence: High–Imped-ance State φR , φVPhase Detector B Outputs (Pins 4, 3)These phase detector outputs can be combined externally for a loop–error signal. A single–ended output is also avail-able for this purpose (see PD out ).If frequency f V is greater than f R or if the phase of f V is leading, then error information is provided by φV pulsing low.φR remains essentially high.If the frequency f V is less than f R or if the phase of f V is lagging, then error information is provided by φR pulsing low.φV remains essentially high.If the frequency of f V = f R and both are in phase, then both φV and φR remain high except for a small minimum time period when both pulse low in phase.MCDual–Modulus Prescale Control Output (Pin 8)Signal generated by the on–chip control logic circuitry for controlling an external dual–modulus prescaler. The MC level will be low at the beginning of a count cycle and will remain low until the ÷ A counter has counted down from its pro-grammed value. At this time, MC goes high and remains high until the ÷ N counter has counted the rest of the way down from its programmed value (N – A additional counts since both ÷ N and ÷ A are counting down during the first portion of the cycle). MC is then set back low, the counters preset totheir respective programmed values, and the above se-quence repeated. This provides for a total programmable divide value (N T ) = N P + A where P and P + 1 represent the dual–modulus prescaler divide values respectively for high and low MC levels, N the number programmed into the ÷ N counter, and A the number programmed into the ÷ A counter.LDLock Detector Output (Pin 9)Essentially a high level when loop is locked (f R , f V of same phase and frequency). LD pulses low when loop is out of lock.SW1, SW2Band Switch Outputs (Pins 14, 15)SW1 and SW2 provide latched open–drain outputs corre-sponding to data bits numbers one and two. These outputs can be tied through external resistors to voltages as high as 15 V, independent of the V DD supply voltage. These are typically used for band switch functions. A logic 1 causes the output to assume a high–impedance state, while a logic 0causes the output to be low.REF outBuffered Reference Oscillator Output (Pin 17)Buffered output of on–chip reference oscillator or externally provided reference–input signal.POWER SUPPLYV DDPositive Power Supply (Pin 5)The positive power supply potential. This pin may range from + 3 to + 9 V with respect to V SS .V SSNegative Power Supply (Pin 7)The most negative supply potential. This pin is usually ground.MC145151–2 through MC145158–217MOTOROLAOUTPUT PINSPD outPhase Detector A Output (Pin 5)This single–ended (three–state) phase detector output pro-duces a loop–error signal that is used with a loop filter to con-trol a VCO.Frequency f V > f R or f V Leading: Negative Pulses Frequency f V < f R or f V Lagging: Positive Pulses Frequency f V = f R and Phase Coincidence: High–Imped-ance StateφR, φVPhase Detector B Outputs (Pins 16, 15)Double–ended phase detector outputs. These outputs can be combined externally for a loop–error signal. A single–ended output is also available for this purpose (see PD out). If frequency f V is greater than f R or if the phase of f V is leading, then error information is provided by φV pulsing low.φR remains essentially high.If the frequency f V is less than f R or if the phase of f V is lagging, then error information is provided by φR pulsing low.φV remains essentially high.If the frequency of f V = f R and both are in phase, then both φV and φR remain high except for a small minimum time period when both pulse low in phase.MCDual–Modulus Prescale Control Output (Pin 12)This output generates a signal by the on–chip control logic circuitry for controlling an external dual–modulus prescaler. The MC level is low at the beginning of a count cycle and remains low until the ÷ A counter has counted down from its programmed value. At this time, MC goes high and remains high until the ÷ N counter has counted the rest of the way down from its programmed value (N – A additional counts since both ÷ N and ÷ A are counting down during the first por-tion of the cycle). MC is then set back low, the counters preset to their respective programmed values, and the above se-quence repeated. This provides for a total programmable di-vide value (N T) = N P + A where P and P + 1 represent the dual–modulus prescaler divide values respectively for high and low modulus control levels, N the number programmed into the ÷ N counter, and A the number programmed into the ÷ A counter. Note that when a prescaler is needed, the dual–modulus version offers a distinct advantage. The dual–modu-lus prescaler allows a higher reference frequency at the phase detector input, increasing system performance capa-bility, and simplifying the loop filter design.f R, f VR Counter Output, N Counter Output (Pins 13, 3) Buffered, divided reference and f in frequency outputs. The f R and f V outputs are connected internally to the ÷ R and ÷ N counter outputs respectively, allowing the counters to be used independently, as well as monitoring the phase detector inputs.LDLock Detector Output (Pin 7)This output is essentially at a high level when the loop is locked (f R, f V of same phase and frequency), and pulses low when loop is out of lock.REF outBuffered Reference Oscillator Output (Pin 14)This output can be used as a second local oscillator, refer-ence oscillator to another frequency synthesizer, or as the system clock to a microprocessor controller.POWER SUPPLYV DDPositive Power Supply (Pin 4)The positive power supply potential. This pin may range from + 3 to + 9 V with respect to V SS.V SSNegative Power Supply (Pin 6)The most negative supply potential. This pin is usually ground.。
超滤技术制备注射用水及其质量考察
现用 ， 尽可能避 免生产 系统 和贮存 过程微生 物的二
用超滤后置终端截留 ， 尽量缩短 了超滤水进 多效蒸 馏水机前的管路 ， 少了系统 产生微粒 、 减 杂菌 、 热原 等二次污染 的机会。相 对而言， 保护 了超滤装置 ， 弥 补超滤前置膜孔 易堵塞 ， 出水量下降的不足。 超滤膜截留微生物 、 热原 、 微粒等太部分 随浓水 排出， 少量滞 留于膜 上， 为保 证出水 质量， 每次开机 必须排掉 ５— ｍ ｎ的产 品水 ， ８ｉ 间断性生 产每天须开 机 ３ｒｎ ０ ｉ。定期用 ０ ５ ａ ％次 氯酸钠 或 ２ ％左 右的过 氧化氢溶液送人组 件 ３ ｒｎ停机浸 泡灭菌 ， ０ｉ ａ 以防止
级 截留的去离子水作 为料水 ， 其动态质 量控制 以电
贮箱 （ 料水） 一多效蒸馏水机一蒸馏水（ 注射用水 ） 本 工艺前部分保 留了原 四级截 留原 水一离 交水 贮箱 的整个流程， 后端增加 了中空纤维 超滤装置（ 杭 州华新净水有限公司） 分子截留值 ６ ， ， 千 产水量每小 时２ ， 吨 前置不锈钢多节泵 为动力 ， 产生 压差使 超滤 工作 。经超滤后的水作为料水供制备注射用水用。
料 水， 可不受气候、 原水 水质等影响 ， 保证 注射 用水 的质 量。 关键词 ： 料水 ： 质量 ； 注射用水 中图分 类号 ： ９ ３ Ｒ４ 文献标识码 ： Ａ 文章 编号：０６一 １ （ ０ １ ０ ０ ９ ０ １０ 叭 １ ２ ０ ）５— ２ ０— ２
多效蒸馏水机 制备注射用 水， 常规 方法是 以四
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费用 (消耗品)
M
No
借 贷
Yes
FIN11140
采购收货
影响:
打印 收货单 Yes 录入采购 收货
在应付帐通知单 时使用
数量是否 在容差 之内?
No 固定的收货 数量或容差
不同采购项次 类型的总帐分录 在所有项次 收货后采购单 结案
FIN11150
采购价格差异
采购收货 借 存货 1000 贷 采购收货 2000 贷 采购价格差异 1000
FIN11130
采购单项次类型
影响 存货 Yes
项次 存货 外发采购 (没有加工单) (有加工单)
类型 空
收货时产生总帐分录 借 贷 借 贷 借 贷 借 贷 存货 采购收货 生产成本 采购收货 生产成本 采购收货 在制品 生产成本 消耗品采购 消耗品收货
收货单? Yes
S S
No No
Yes Yes
MRP
申请
排程订单
FIN11020
采购订单控制文件 (PO 资料)
FIN11030
采购控制文件 (收货单资料)
FIN11040
采购单
头栏 窗口
项次 窗口
费用资料
供应商地址 & 付款资料
定价资料
付款方式资料
供应商隐含帐户
FIN11060
开票资料
FIN11080
零件价格 (带价格单的PO)
内定的零件价格 供应商报价 零件地点物料成本
来自 供应商零件维护 (1.19) 零件地点成本维护 (1.4.18)
什么情况下 存在供应商报价. 存在零件-地点成本.
零件主文件总帐成本
零件主文件维护 (1.4.1)
存在零件主文件成本.
FIN11100
总帐地点/会计单位
FIN11120
总帐会计帐户/子会计帐户/成本中心
MFG/PRO 财务管理
1. 系统介绍 2. 基础数据设置 3. 多国别设置（可选） 4. 应收帐款数据设置 5. 发票 6. 借/贷项通知单 7. 应收帐付款 12. 应付帐凭证
13. 应付帐付款
14. 1099-杂项报表（可选） 15.应付帐汇票管理（可选） 16. 跨国公司应收帐（可选） 17. 总帐设置
两个价格字段内定来自供应商维护 (2.3.1).
内定来自 供应商的价格单代码
内定来自 供应商的折扣类型 价格表
所有三种折扣类型 (D 表示折扣, M 表示加价, P 表示价 格) 以百分比显示。 在类型为P的情况下， MFG/PRO 将价格转换为单价的一定百分比。
FIN11090
零件价格 (没有价格单的PO)
10.00
PPV = [(总的总帐成本 – 本层间接成本) – 采购成本] * 收货数量 PPV = [(5.00 - 0.00) - 10.00] * 200 = -1,000.00
FIN11160
纠正收货单
收货单 #1 收货单 #2 收货单 #3
收货 数量 错误
重新打开 已结采购单
冲回 原收货 数量
输入 正确的 收货数量
项次1数量 =100, 应该是10!
项次1 数量 = –100
项次1数量=10
FIN11170
采购退货
收货单更新:
录入采购 退货 Yes 原采购单 采购历史 存货 应付帐款 总帐
零件 退货给 供应商
原采购单 存在吗?
No 录入 负数量 采购单 对负 数量 收货
FIN11180
18. 总帐事务
19. 总帐报表 20. 多会计单位（可选） 21. 跨国公司总帐 （可选） 22.货币取舍换算
FIN01010
8. 汇票管理（可选）
9. 跨国公司应收帐（可选） 10.采购/应付帐数据设置 11.采购
采购生命周期
采购 协议 订单 记录 退货 应付 帐款
存货 余额
维护 采购订单 (5.7) 收到 采购 零件 供应商 业绩历史 总帐