Techniques for Designing and Analyzing Algorithms
商品資訊
系列名:Chapman & Hall/CRC Cryptography and Network Securi
ISBN13:9781032024103
出版社:PBKTYFRL
作者:Douglas R Stinson (University of Waterloo Ontario Canada)
出版日:2024/08/26
裝訂/頁數:平裝/430頁
規格:17.8cm*25.4cm (高/寬)
商品簡介
Techniques for Designing and Analyzing Algorithms
Design and analysis of algorithms can be a difficult subject for students due to its sometimes-abstract nature and its use of a wide variety of mathematical tools. Here the author, an experienced and successful textbook writer, makes the subject as straightforward as possible in an up-to-date textbook incorporating various new developments appropriate for an introductory course.
This text presents the main techniques of algorithm design, namely, divide-and-conquer algorithms, greedy algorithms, dynamic programming algorithms, and backtracking. Graph algorithms are studied in detail, and a careful treatment of the theory of NP-completeness is presented.
In addition, the text includes useful introductory material on mathematical background including order notation, algorithm analysis and reductions, and basic data structures. This will serve as a useful review and reference for students who have covered this material in a previous course.
Features
- The first three chapters provide a mathematical review, basic algorithm analysis, and data structures
- Detailed pseudocode descriptions of the algorithms along with illustrative algorithms are included
- Proofs of correctness of algorithms are included when appropriate
- The book presents a suitable amount of mathematical rigor
After reading and understanding the material in this book, students will be able to apply the basic design principles to various real-world problems that they may encounter in their future professional careers.
主題書展
更多書展購物須知
外文書商品之書封,為出版社提供之樣本。實際出貨商品,以出版社所提供之現有版本為主。部份書籍,因出版社供應狀況特殊,匯率將依實際狀況做調整。
無庫存之商品,在您完成訂單程序之後,將以空運的方式為你下單調貨。為了縮短等待的時間,建議您將外文書與其他商品分開下單,以獲得最快的取貨速度,平均調貨時間為1~2個月。
為了保護您的權益,「三民網路書店」提供會員七日商品鑑賞期(收到商品為起始日)。
若要辦理退貨,請在商品鑑賞期內寄回,且商品必須是全新狀態與完整包裝(商品、附件、發票、隨貨贈品等)否則恕不接受退貨。

