*完成訂單後正常情形下約兩周可抵台。 *本賣場提供之資訊僅供參考,以到貨標的為正確資訊。 印行年月:202309*若逾兩年請先於私訊洽詢存貨情況,謝謝。 台灣(台北市)在地出版社,每筆交易均開具統一發票,祝您中獎最高1000萬元。 書名:計算的本質 (英文) ISBN:9787523206591 出版社:世界圖書出版有限公司 著編譯者:克里 斯托弗.摩爾 斯蒂芬.默滕斯 頁數:985 所在地:中國大陸 *此為代購商品 書號:1583352 可大量預訂,請先連絡。 內容簡介 計算複雜性是現代數學中最美的領域之一,它與從物理學到生物學的其他科學也息息相關。但這種美往往被不必要的形式主義所掩蓋,而互動式證明、密碼學和量子計算等令人興奮的最新成果常常被認為過於「先進」,無法向普通學生展現。這本書的目的是通過以一種清晰而愉悅的方式解釋理論計算機科學的深刻思想來予以彌合。書中包括很多有趣且深刻的主題:Pvs。NP問題;迷宮和棋牌遊戲的複雜性;優化和估計;隨機化演算法、互動式證明和偽隨機性;馬爾可夫鏈和相變;以及量子計算等。目錄 Figure CreditsPreface 1 Prologue 1 1 CrossingBridges 1 2 IntractableItineraries 1 3 Playing ChessWith God 1 4 What LiesAhead Problems Notes 2 The Basics 2 1 Problems and Solutions 2 2 Time,Space,and Scaling 2 3 Intrinsic Complexity 2 4 The Importance ofBeingPolynomial 2 5 TractabilityandMathematicalInsight Problems Notes 3 Insights and Algorithms 3 1 Recursion 3 2 Divide and Conquer 3 3 DynamicProgramming 3 4 GettingThere FromHere 3 5 When Greedis Good 3 6 FindingaBetterFlow 3 7 Flows,Cuts,and Duality 3 8 Transformations andReductions Problems Notes 4 NeedlesInaHaystack:theClassNP 4 1 Needles andHaystacks 4 2 AT0ur 0fNP 4 3 Search。Existence,andNondeterminism 4 4 Knots and Primes Problems Notes 5 WhO is the Hardest One of All?NP-Completeness 5 1 Ⅵmen 0ne Problem CapturesThemAll 5 2 Circuits andFormulas 5 3 DesigningReductions 5 4 Completeness as aSurprise 5 5 The BoundaryBetween EasyandHard 5 6 Finally,Hamfltonian path Problems Notes 6 The Deep Question:P vs NP 6 1 WhatifP=NP 6 2 UpperBounds are Easy,LowerBoundsAre Hard 6 3 Diagonalization andthe Time Hierarchy 6 4 PossibleWbrlds 6 5 NaturalProofs 6 6 Problemsinthe Gap 6 7 Nonconstructive PrOOfs 6 8 The RoadAhead Problems Notes 7 The Grand Unified Theory of Computation 7 1 Babbage~Vision and Hilbert's Dream 7 2 Universalityand Undecidabnit、 7 3 BuildingBlocks:Recursive Functions 7 4 Formis Function:the A—Calculus 7 5 Turing'sApplied Philosophy 7 6 ComputationEverywhere Problems Notes 8 Memory,Paths,and Games 8 1 Wlelcometothe State Space 8 2 ShowMe TheWay 8 3 LandNL Completeness 8 4 Middle First Search and Nondeterministic Space 8 5 Y0u Cant GetThereFromHere 8 6 PSPACE,Games,and Quantified SAT 8 7 Games People Play 8 8 Symmetric Space Problems Notes 9 Optimization and Approximation 9 1 Three Flavors ofOptimization 9 2 Approximations 9 3 Inapproximability 9 4 Jewels andFacets:LinearProgramming 9 5 Throughthe Looking-Glass:Duality 9 6 SolvingbyBalloon:InteriorPointMethods 9 7 Huntingwitll EggsheHs 9 8 A1gorithmic Cubism 9 9 Trees,Tours,andPolytopes 9 10 SolvingHard ProblemsinPractice Problems Notes 10 Randomized Algorithms 10 1 FoilingtheAdversary 10 2 111e SmallestCut 10 3 The Satisfied Drunkard:WalkSAT 10 4 Solvingin Heaven Projectingto Earth 10 5 GamesAgainsttheAdversary 10 6 Fingerprints,HashFunctions,andUniqueness 10 7 The Roots ofIdentity 10 8 Primalit、 10 9 Randomized ComplexityClasses Problems Notes 11 Interacflon and Pseudorandomness 11 1 TheTale ofArthurandMerlin 11 2 The Fable ofthe Chess Master 11 3 ProbabilisticallyCheckable Proofs 11 4 Pseudorandom Generators and Derandomization Problems Nores 12 Random Walks and Rapid Mixing 12 1 A Random、^mkin Physics 12 2 The Approachto Equfl~rium 12 3 EquflibriumIndicators 12 4 Coupling 12 5 Coloring aGraph Randomly 12 6 BuryingAncientHistory:CouplingfromthePast 12 7 The Spectral Gap 12 8 FlOWS ofProbabnity:Conductance 12 9 Expanders 12 10 MixinginTime andSpace Problems Notes 13 Counting,Sampling,and StatisflcM Physics 13 1 SpanningTrees andthe Determinant 13 2 PerfectMatchings andthe Permanent 13 3 The ComplexityofCounting 13 4 From Countingto Sampling and Back 13 5 RandomMatchings andApproximatingthePermanent 13 6 P1anal:Graphs andAsymptotics onLattices 13 7 SolvingtheIsingModel Problems Notes 14 When Formulas Freeze:Phase Transitons in Computation 14 1 Experiments and Coniectures 14 2 Random Graphs,Giant Components,and Cores 14 3 Equations of Motion:Algorithmic Lower Bounds 14 4 Magic Moments 14 5 The Easiest Hard 詳細資料或其他書籍請至台灣高等教育出版社查詢,查後請於PChome商店街私訊告知ISBN或書號,我們即儘速上架。 |