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Discrete Mathematics 7/e(PNIE)

Discrete

沒有庫存
訂購需時10-14天
9781292022611
Johnsonbaugh
華泰文化
2014年5月29日
367.00  元
HK$ 348.65  






ISBN:9781292022611
  • 規格:平裝 / 750頁 / 普通級 / 單色印刷 / 7版
  • 出版地:台灣


  • [ 尚未分類 ]











      For a one- or two-term introductory course in discrete mathematics.



      Focused on helping students understand and construct proofs and expanding their mathematical maturity, this best-selling text is an accessible introduction to discrete mathematics. Johnsonbaugh’s algorithmic approach emphasizes problem-solving techniques. The Seventh Edition reflects user and reviewer feedback on both content and organization.



      Features

      1.Strong emphasis on reading and writing proofs – Illustrates most proofs of theorems with annotated figures to provide additional explanation and insight into the proofs.



      2.Extensive discussion of algorithms, recursive algorithms, and the analysis of algorithms–The algorithms are written in a flexible form of pseudocode, which resembles currently popular languages such as C, C++, and Java.



      3.Over 500 worked examples throughout the text.



      4.Over 3500 exercises – Approximately one third have answers at the back of the book.



      5.Extensive applications with an emphasis on computer science.



      6.Emphasis on the interplay among the various topics.



      7.Figures and tables – Illustrate concepts, show how algorithms work, elucidate proofs, and motivate the material. Figure captions provide additional explanation and insight into figures accompanying proofs.



      8.Summaries of the mathematical and algorithm notation used in the book on the inside covers.






    Ch 1 Sets and Logic

    Ch 2 Proofs

    Ch 3 Functions, Sequences, and Relations

    Ch 4 Algorithms

    Ch 5 Introduction to Number Theory

    Ch 6 Counting Methods and The Pigeonhole Principle

    Ch 7 Recurrence Relations

    Ch 8 Graph Theory

    Ch 9 Trees

    Ch10 Network Models

    Ch11 Boolean Algebras and Combinatorial Circuits

    Ch12 Automata, Grammars, and Languages





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