Codes, cryptology and curves with computer algebra / Ruud Pellikaan, Xin-Wen Wu, Stanislav Bulygin, Relinde Jurrius.
Material type:
TextPublisher: Cambridge, United Kingdom ; New York, NY, USA : Cambridge University Press, 2018Description: xii, 597 pages ; 23 cmContent type: - text
- unmediated
- volume
- QA 268 C63 2018
| Item type | Current library | Shelving location | Call number | Copy number | Status | Date due | Barcode |
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TUP Manila Library | General Circulation Section-GF | QA 268 C63 2018 (Browse shelf(Opens below)) | c.1 | Available | P00032476 |
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| QA 267.5 K57 2019 Theory of computation / | QA 267.5 N38 2008 Theory of computation / | QA 267.5 S4 K57 2019 Theory of automata and formal languages / | QA 268 C63 2018 Codes, cryptology and curves with computer algebra / | QA 273 A43 1964 Introduction to probability and statistics / | QA 273 A53 2018 Introduction to probability / | QA 273 B39 2012 Probability DeMYSTiFieD / |
Includes bibliographical references and index.
Error-correcting codes / Ruud Pellikaan and Xin-Wen Wu -- Code constructions and bounds on codes / Ruud Pellikaan and Xin-Wen Wu -- Weight enumeration / Relinde Jurrius, Ruud Pellikaan and Xin-Wen Wu -- Cyclic codes / Ruud Pellikaan -- Polynomial codes / Ruud Pellikaan -- Algebraic decoding / Ruud Pellikaan and Xin-Wen Wu -- Complexity and decoding / Stanislav Bulygin, Ruud Pellikaan and Xin-Wen Wu -- Codes and related structures / Relinde Jurrius and Ruud Pellikaan -- Cryptology / Stanislav Bulygin -- Gr�obner bases for coding and cryptology / Stanislav Bulygin -- Codes on curves / Ruud Pellikaan -- Coding and cryptology with computer algebra / Stanislav Bulygin.
This well-balanced text touches on theoretical and applied aspects of protecting digital data. The reader is provided with the basic theory and is then shown deeper fascinating detail, including the current state of the art. Readers will soon become familiar with methods of protecting digital data while it is transmitted, as well as while the data is being stored. Both basic and advanced error-correcting codes are introduced together with numerous results on their parameters and properties. The authors explain how to apply these codes to symmetric and public key cryptosystems and secret sharing. Interesting approaches based on polynomial systems solving are applied to cryptography and decoding codes. Computer algebra systems are also used to provide an understanding of how objects introduced in the book are constructed, and how their properties can be examined. This book is designed for Masters-level students studying mathematics, computer science, electrical engineering or physics.
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