• 离散数学及其应用(英文版)(第7版)
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离散数学及其应用(英文版)(第7版)

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作者[美]罗森 著

出版社机械工业出版社

出版时间2012-09

版次7

装帧平装

货号9787111385509

上书时间2024-09-24

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图书标准信息
  • 作者 [美]罗森 著
  • 出版社 机械工业出版社
  • 出版时间 2012-09
  • 版次 7
  • ISBN 9787111385509
  • 定价 99.00元
  • 装帧 平装
  • 开本 16开
  • 纸张 胶版纸
  • 页数 944页
  • 正文语种 英语
  • 丛书 经典原版书库
【内容简介】
  《离散数学及其应用(英文版)(第7版)》是介绍离散数学理论和方法的经典教材,已经成为采用率最高的离散数学教材,被美国众多名校用作教材,获得了极大的成功。《离散数学及其应用(英文版)(第7版)》中文版也已被国内大学广泛采用为教材。作者参考用书教师和学生的反馈,并结合自身对教育的洞察,在第7版中做了大量的改进,使其成为更有效的教学工具。《离散数学及其应用(英文版)(第7版)》可作为1~2个学期的离散数学课程教材,适用于数学、计算机科学、计算机工程、信息技术等专业的学生。
【目录】
prefaceiv
abouttheauthorxiii
thecompanionwebsitexiv
tothestudentxvi
listofsymbolsxix

1thefoundations:logicandproofs
1.1propositionallogic
1.2applicationsofpropositionallogic
1.3propositionalequivalences
1.4predicatesandquantifiers
1.5nestedquantifiers
1.6rulesofinference
1.7introductiontoproofs
1.8proofmethodsandstrategy
end-of-chaptermaterial-

2basicstructures:sets,functions,sequences,sums,andmatrices
2.1sets
2.2setoperations
2.3functions
.2.4sequencesandsummations
2.5cardinalityofsets
2.6matrices
end-of-chaptermaterial

3algorithms
3.1algorithms
3.2thegrowthoffunctions
3.3complexityofalgofithms
end-of-chaptermaterial

4numbertheoryandcryptography
4.1divisibilitvandmodulararithmetic
4.2integerrepresentationsandalgorithms
4.3primesandgreatestcommondivisors
4.4solvingcongruences
4.5applicationsofcongruences
4.6cryptography
end-of-chaptermaterial

5inductionandrecursion
5.1mathematicalinduction
5.2stronginductionandwell-ordering
5.3recursivedefinitionsandstructuralinduction
5.4recursivealgorithms
5.5programcorrectness
end-of-chaptermaterial

6counting
6.1tllebasicsofcounting
6.2thepigeonholeprinciple
6.3permutationsandcombinations
6.4binomialcoefficientsandidentities
6.5generalizedpermutationsandcombinations
6.6generatingpermutationsandcombinations
end-of-chaptermaterial

7discreteprobability
7.1anintroductiontodiscreteprobability
7.2probabilitytheory
7.3bayes'theorem
7.4expectedvalueandvariance
end-of-chaptermaterial

8advancedcounringtechnigues
8.1applicationsofrecurrencerelations
8.2solvinglinearrecurrencerelations
8.3divide-and-conqueralgorithmsandrecurrencerelations
8.4generatingfunctions
8.5inclusion-exclusion
8.6applicationsofinclusion-exclusion
end-of-chaptermaterial

9relations
9.1relationsandtheirproperties
9.2n-aryrelationsandtheirapplications
9.3representingrelations
9.4closuresofrelations
9.5equivalencerelations
9.6partialorderings
end-of-chaptermaterial

10graphs
10.1graphsandgraphmodels
10.2graphterminologyandspecialtypesofgraphs
10.3representinggraphsandgraphisomorphism
10.4connectivity
10.5eulerandhamiltonpaths
10.6shortest.pathproblems
10.7planargraphs
10.8graphcoloring
end-of-chaptermaterial

11trees
11.1introductiontotrees
11.2applicationsoftrees
11.3treetravcrsal
11.4spanningtrees
11.5minimumspanningtrees
end-of-chaptermaterial

12booleanalgebra
12.1booleanfunctions
12.2representingbooleanfunctions
12.3logicgates
12.4minimizationofcircuits
end-of-chaptermaterial

13modelingcornputation
13.1languagesandgrammars
13.2finite-statemachineswithoutput
13.3finite-statemachineswithnooutput
13.4languagerecognition
13.5turingmachines
end-of-chaptermaterial

appendixes
1axiomsfortherealnumbersandthepositiveintegers
2exponentialandlogarithmicfunctions
3pseudocode

suggestedreadingsb-1
answerstoodd-numberedexercisess-1
photocreditsc-1
indexofbiographiesi-1
indexi-2
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