The.Little.Schemer.4th

The.Little.Schemer.4th

ID:39814737

大小:2.25 MB

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时间:2019-07-12

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1、TheLittleSchemerFourthEditionDanielP.FriedmanandMatthiasFelleisenForewordbfGenWJ.s-.n.aTheTenCommandmentsTheFirstCommandmentTheFifthCommandmentWhenrecurringonalistofatoms,lat,askWhenbuildingavaluewith+,alwaysusetwoquestionsaboutit:(null?lat)andelse.0forthevalueofthetermina

2、tingline,forWhenrecurringonanumber,n,asktwoadding0doesnotchangethevalueofanquestionsaboutit:(zero?n)andelse.addition.WhenrecurringonalistofS-expressions,l,Whenbuildingavaluewithx,alwaysuseaskthreequestionaboutit:(null?l),(atom?1forthevalueoftheterminatingline,for(carl)),an

3、delse.multiplyingby1doesnotchangethevalueofamultiplication.TheSecondCommandmentWhenbuildingavaluewithcons,alwaysUseconstobuildlists.consider()forthevalueoftheterminatingline.TheThirdCommandmentWhenbuildingalist,describethefirsttypi-TheSixthCommandmentcalelement,andthencons

4、itontothenatuSimplifyonlyafterthefunctioniscorrect.ralrecursion.TheSeventhCommandmentTheFourthCommandmentRecuronthesubpartsthatareofthesameAlwayschangeatleastoneargumentwhilenature:recurring.Whenrecurringonalistofatoms,lat,•Onthesublistsofalist.use(cdrlat).Whenrecurringona

5、number,n,use(sub1n).Andwhenrecurringon•OnthesubexpressionsofanarithmeticalistofS-expressions,l,use(carl)and(cdrexpression.l)ifneither(null?l)nor(atom?(carl))aretrue.TheEighthCommandmentItmustbechangedtobeclosertoterminaUsehelpfunctionstoabstractfromrepresention.Thechanging

6、argumentmustbetestedtations.intheterminationcondition:TheNinthCommandmentwhenusingcdr,testterminationwithnull?andAbstractcommonpatternswithanewfuncwhenusingsub1,testterminationwithtion.zero?.TheTenthCommandmentBuildfunctionstocollectmorethanonevalueatatime.TheFiveRulesTheL

7、awofCarTheprimitivecarisdefinedonlyfornonemptylists.TheLawofCdrTheprimitivecdrisdefinedonlyfornonemptylists.Thecdrofanynon-emptylistisalwaysanotherlist.TheLawofConsTheprimitiveconstakestwoarguments.Thesecondargumenttoconsmustbealist.Theresultisalist.TheLawofNull?Theprimiti

8、venull?isdefinedonlyforlists.TheLawofEq?Theprimitiveeq'ltakestwoarguments.Eachmustbeanon-

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