计算机停机问题与千禧年难题PNP的证明

云南玉龙之

论文2月19号提交美vixra.org 网站了，发不发表通过，两天后知道

云南玉龙之

vixra.org 网站发表没有通过

云南玉龙之

美国的vixra.org 网站发表没通过，暂时还不知道原因

云南玉龙之

美国《纯数学与应用数学学报》给了个约稿函的回复

云南玉龙之

vixra.org 上发表成功了

云南玉龙之

《千禧年难题PNP的逻辑证明》在美预印本vixra.org 发表，并且收到《纯数学与应用数学学报》编辑部的约稿函
Journal Impact Factor: 4.00
ISSN: 2752-8081

Dear Prof. Yang Yanhong
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云南玉龙之

定义
有雨是[1]
天睛是[0]
从实际经验来看，计算机天气预报是类 P，而天气预报的实际验证是类 NP
①预报有雨，实际验证天气也是下雨，则计算机天气预报是准的。
②预报有雨，实际验证天气是睛，则计算机天气预报是不准。
③预报天睛，实际验证天气也是天晴，则计算机天气预报是准:的
④预报天睛，实际验证天气是下雨，则计算机天气预报是不准
⑤天气预报结果准加一分(S+1)，天气预报结果不准减一分(S-1)
⑥逻辑为 S+1(准)，S-1(不准)……S 赋值
可得到逻辑真值表

云南玉龙之

加了验证两个字

云南玉龙之

邀请函是英语的，一开始说发简历给他们，可以加入期刊编辑部。身份证电邮给他们就可以发论文了，现在身份证电邮之后是又发来发论文是要会员制，缴3000欧元可以两年之内无限制发论文。可能是骗人的吧了

云南玉龙之

ogicalproofofthemillenniumpuzzlePNPAuthor:ByYangYanhong,YulongCounty,LijiangCity,YunnanProvince13312690681m@sina.cnKeywordsogictruevaluetable，Booleanalgebra(BAincomputer)，HigherorderLogic，TuringmachinereadandwriteheadabstractTheexistenceofthepremise:S=1，ThenthereisatleastonePProblem(Computer-tableproblems)equaltoNPproblem(Thesolutionisacomputer-verifiableproblem)then←→NP(P=NP)。Conclusion:ForalltheclassPandclassNPproblems，ThereareP=NP，alsohaveP≠NP。P&NP[Edit]ClassP:Foralltheproblemsthatcanbesolvedbyacomputer.ClassNP:Thatis,allthesolutionscanverifythatthesolutioniscorrect.Deduce:Inferenceandpredictionofspecialeventsarederivedfromassumptionsanduniversalprinciples，Whenusinglogicalrulestoanalyse，Deductiveinferencereliesonasetofinitialassumptionsi.e(generallyacknowledgedtruth)，Iftheoriginalhypothesisistrue,thereisnologicalcontradictioninthesameanalysis，Inaccordancewiththelogicalrules，thenTheconclusionmustbetrueroblemsthatacomputercanhandleinclude：imageprocessing，speechinput，numericalcalculation，Theintersectionofthethreeisabinarysystem:0，1。For0，1,thereare[0，0][0，1][1，0][1，1]fourtypes。InBooleanalgebraicsystem0+1=1，Then,itiaknowablethat1-1=0itisimpossiblethatalogicalexpressionisthesamethingatthesametime。Discussaspecialquestionhere，ComputerweatherforecastisobviouslyaP-likeproblem。Theweatherforecastisclearifitisrainyorsunny。Defineasbelow:Theweatherforecastisrainyequal[1]。Andtheweatherforecastissunnyequal[0]。Fromthepracticalexperience，ComputerweatherforecastisaP-likeproblem，AndtheactualverificationoftheweatherforecastisaNP-likeproblem。1Forecastrain，Theactualweatherisalsoraining，Thenthecomputerweatherforecastisaccurate。2Forecastrain，Theactualweatherissunny，Thenthecomputerweatherforecastisnotaccurate。3Forecastsunny，Theactualweatherwasalsofine，Thenthecomputerweatherforecastisaccurate。4Forecastsunny，Theactualweatherisraining，Thenthecomputerweatherforecastisnotaccurate。5Ifweatherforecastisaccurate,Weatherforecastresultswilladdonepoint(S+1)，ifweatherforecastisnotaccurate,Weatherforecastresultswillsubtractonepoint(S-1)。6LogicisS+1(True)，S-1(Fail)……Sisassignment。Thelogicaltruthtablecanbeobtainedasbelow:TableA11S+110S-100S+101S-