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Foundations of algorithms / Richard Naepolitan

By: Naepolitan, Richard.
Contributor(s): Naimipour, Kumarss.
Material type: materialTypeLabelBookPublisher: New Delhi: Jones & Bartlett Learning, 2013Edition: 4th edition.Description: xv, 627 p. ; ill.ISBN: 9789380108872.Subject(s): Model theory | Mathematical modelsDDC classification: 511.8 N139F 2013
Contents:
Algorithms: efficiency, analysis, and order -- Divide-and-conquer -- Dynamic programming -- The greedy approach -- Backtracking -- Branch-and-bound -- Introduction to computational complexity : the sorting problem -- More computational complexity : the searching problem -- Computational complexity and intractability : an introduction to the theory of NP -- Number-theoretic algorithms -- Introduction to parallel algorithms.
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Item type Current location Collection Call number Status Date due Barcode Item holds
Books Books Information Technology University, Lahore
General Stacks
Non-fiction 511.8 N139F 2013 (Browse shelf) Available 001806
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Foundations of Algorithms, Fourth Edition offers a well-balanced presentation of algorithm design, complexity analysis of algorithms, and computational complexity. The volume 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. The authors also reinforce the explanations with numerous concrete examples to help students grasp theoretical concepts.

Includes references and index.

Algorithms: efficiency, analysis, and order -- Divide-and-conquer -- Dynamic programming -- The greedy approach -- Backtracking -- Branch-and-bound -- Introduction to computational complexity : the sorting problem -- More computational complexity : the searching problem -- Computational complexity and intractability : an introduction to the theory of NP -- Number-theoretic algorithms -- Introduction to parallel algorithms.

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