这是cakculus书的答案部分是大学必修课微积分的著名著作的答案
2025/2/22 14:17:52 6.87MB 数学
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微积分,Stewart,第六版(Calculus,6theditionStewart)pdf
2024/9/21 2:18:16 24.31MB 微积分
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并发加权mu-演算(concurrentweightedmu-calculus,CWC)是对Kim.G.Larsen所提出的并发加权逻辑的强有力的扩充,通过加入不动点算子,增强表达能力,实现对复杂模块化系统的有效建模。
本文对CWC进行了研究,给出了CWC的语法并阐述了CWC的标记加权转移语义。
μ-演算与自动机理论密不可分,引入了轮替树自动机用于处理CWC,阐述了轮替树自动机与CWC之间的联系,构建了一种特定的用于CWC的轮替树自动机模型。
一致性内插定理是Craig内插定理的加强和扩展,为了探究CWC上的一致性内插定理,根据AndrewM.Pitts提出的方法,利用互模拟量词寻找一致性插值。
给出了互模拟量词在标记加权转移系统上的语义,并研究了互模拟量词和CWC上一致性内插定理之间的关系。
在此过程中利用ω展开(unravelling),由ω展开树的一系列特性,结合轮替树自动机,证明了一致性内插定理在CWC上成立。
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Atypesystemisasyntacticmethodforenforcinglevelsofabstractioninprograms.Thestudyoftypesystems--andofprogramminglanguagesfromatype-theoreticperspective--hasimportantapplicationsinsoftwareengineering,languagedesign,high-performancecompilers,andsecurity.Thistextprovidesacomprehensiveintroductionbothtotypesystemsincomputerscienceandtothebasictheoryofprogramminglanguages.Theapproachispragmaticandoperational;eachnewconceptismotivatedbyprogrammingexamplesandthemoretheoreticalsectionsaredrivenbytheneedsofimplementations.Eachchapterisaccompaniedbynumerousexercisesandsolutions,aswellasarunningimplementation.Dependenciesbetweenchaptersareexplicitlyidentified,allowingreaderstochooseavarietyofpathsthroughthematerial.Thecoretopicsincludetheuntypedlambda-calculus,simpletypesystems,typereconstruction,universalandexistentialpolymorphism,subtyping,boundedquantification,recursivetypes,kinds,andtypeoperators.Extendedcasestudiesdevelopavarietyofapproachestomodelingthefeaturesofobject-orientedlanguages.(Thefulltableofcontentsisavailablehere.)
2023/11/15 5:46:54 2.19MB Programming
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大神JamesStewart的经典教材。
学习人工智能数学基础的首选之一。
2023/11/14 13:28:05 113.27MB 微积分 人工智能数学基础
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Calculus:ACompleteCourse,EighthEdition版本withMyMathLab(8thEdition版本)By作者:RobertA.Adams–ChristopherEssexISBN-10书号:0321880218ISBN-13书号::9780321880215Edition版本:8ReleaseFinelybook出版日期:2013-01-02pages页数(1136)http://finelybook.com/calculus-a-complete-course-8th-edition/
2023/8/14 22:46:22 72.64MB Calculus: A
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两本典型微积分课本Calculus由两位大神JamesStewart,GilbertStrang分别编著。
2023/4/30 14:41:18 52.78MB Calculus 微积分
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经典原版数学教材,最新版本,资源比较难找,引荐给大家
2023/2/11 12:05:22 3.72MB 英文教材
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Forthoseenteringthefieldofartificialneuralnetworks,therehasbeenanacuteneedforanauthoritativetextbookthatexplainsthemainideasclearlyandconsistentlyusingthebasictoolsoflinearalgebra,calculus,andsimpleprobabilitytheory.Therehavebeenmanyattemptstoprovidesuchatext,butuntilnow,nonehassucceeded.Someauthorshavefailedtoseparatethebasicideasandprinciplesfromthesoftandfuzzyintuitionsthatledtosomeofthemodelsaswellastomostoftheexaggeratedclaims.Othershavebeenunwillingtousethebasicmathematicaltoolsthatareessentialforarigorousunderstandingofthematerial.Yetothershavetriedtocovertoomanydifferentkindsofneuralnetworkwithoutgoingintoenoughdepthonanyoneofthem.Themostsuccessfulattempttodatehasbeen"IntroductiontotheTheoryofNeuralComputation"byHertz,KroghandPalmer.Unfortunately,thisbookstartedlifeasagraduatecourseinstatisticalphysicsanditshows.Sodespiteitsmanyadmirablequalitiesitisnotidealasageneraltextbook.
2015/10/2 12:24:56 22.44MB neural network pattern recognition
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Mapleisacomputerprogramcapableofperformingawidevarietyofmathematicaloperations.Itoriginatedintheearly1980sasacomputeralgebrasystem,buttodaythisdescriptiondoesn’treallydoitjustice.Maplehasfacilitiesforalgebra,calculus,linearalgebra,graphics(twoandthree-dimensionalplots,andanimations),numericalcalculationstoarbitraryprecision,andmanyotherthingsbesides.Itiswidelyusedinuniversitiesacrosstheworld,andisparticularlyusefulfortasksthataretediousanderror-pronewhenperformedbyhumans,suchasmanipulatingcomplicatedseriesexpansionsandsolvinglargesetsofsimultaneousequations.Usedcorrectly,Maplecansavetimeandquicklysolveproblemsthatwouldotherwisebeintractable.Usedincorrectly,itcanleadtofrustration,andthedestructionofexpensiveITequipment.Atthetimeofwriting,thecurrentversionisMaple2016.VersionsbeforeMaple2015werenumberedstartingfrom1;thelastofthesewasMaple18.Newfeaturesintroducedineachversionfro妹妹aple4.0onwardscanbeviewedusingthehelpsystem(seeSection2.2).Forthemostpart,recentchangeshavebeenrelativelyminor,atleastasfarasthematerialinthisbookisconcerned.Consequently,alloftheexamplesworkwithbothMaple2015andMaple2016.Infact,mostwillworkinolderversionsaswell,thoughnaturallythenumberofexceptionsincreasesthefurtherbackonegoes.Twosubstantialnewfeaturesarethedataplotco妹妹and,discussedinSection6.6,andthenewrulesconcerningterminatingcharacters,describedinAppendixB(seealsoSection2.3).BothofthesewereintroducedinMaple2015.
2021/1/27 13:50:13 1.6MB maple
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在日常工作中,钉钉打卡成了我生活中不可或缺的一部分。然而,有时候这个看似简单的任务却给我带来了不少烦恼。 每天早晚,我总是得牢记打开钉钉应用,点击"工作台",再找到"考勤打卡"进行签到。有时候因为工作忙碌,会忘记打卡,导致考勤异常,影响当月的工作评价。而且,由于我使用的是苹果手机,有时候系统更新后,钉钉的某些功能会出现异常,使得打卡变得更加麻烦。 另外,我的家人使用的是安卓手机,他们也经常抱怨钉钉打卡的繁琐。尤其是对于那些不太熟悉手机操作的长辈来说,每次打卡都是一次挑战。他们总是担心自己会操作失误,导致打卡失败。 为了解决这些烦恼,我开始思考是否可以通过编写一个全自动化脚本来实现钉钉打卡。经过一段时间的摸索和学习,我终于成功编写出了一个适用于苹果和安卓系统的钉钉打卡脚本。
2024-04-09 15:03 15KB 钉钉 钉钉打卡