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Foundations of Algorithms Using C++ Pseudocode

ISBN-10: 0763723878
ISBN-13: 9780763723873
Edition: 3rd 2004 (Revised)
List price: $116.95
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Description: Foundations of Algorithms Using C++ Pseudocode, Third Editionnbsp;offers a well-balanced presentation on designing algorithms, complexity analysis of algorithms, and computational complexity. The volumenbsp;is accessible to mainstream computer  More...

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Book details

List price: $116.95
Edition: 3rd
Copyright year: 2004
Publisher: Jones & Bartlett Learning, LLC
Publication date: 9/13/2003
Binding: Hardcover
Pages: 500
Size: 7.75" wide x 9.50" long x 1.00" tall
Weight: 2.486
Language: English

Foundations of Algorithms Using C++ Pseudocode, Third Editionnbsp;offers a well-balanced presentation on designing algorithms, complexity analysis of algorithms, and computational complexity. The volumenbsp;is accessible to mainstream computer science students who have a background in college algebra and discrete structures. To support their approach, the authors present mathematical concepts using standard English and a simpler notation than is found in most texts. A review of essential mathematical concepts is presented in three appendices.nbsp;Thenbsp;authors alsonbsp;reinforce the explanations with numerous concrete examples to help students grasp theoretical concepts. After Foundations of Algorithms using C++ Pseudocode, Third Edition introduces students to algorithms and analysis of algorithms innbsp;Chapter 1, the authors have developed separate chapters on the divide-and-conquer approach, dynamic programming, greedy algorithms, backtracking algorithms, and branch-and-bound algorithms. Immediately after, the author'snbsp;explore analysis of problems, and in particular, a chapter on analyzing the sorting problem followed by one on analyzing the searching problem. Following this progression, the authors introduce the theory of NP in a rigorous but yet intuitive, lucid fashion. It is at this point that the book then takes a shift in pedagogy and presents a chapter that is concerned with solving a certain type of problem rather than algorithms that share a common technique. Specifically, numerical algorithms are discussed, as well as the inclusion ofnbsp;the new polynomial-time algorithm for determining whether a number is prime. Finally, the authors provide anbsp;final chapter concerning parallel algorithms and applications to cryptography.

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