Introduction to Cryptography With Coding Theory (2nd Edition)

Rs. 2,785
  • Authors: Wade Trappe, Lawrence C. Washington
  • ISBN: 9788131714768
  • Publisher: Pearson Education
  • Edition: 2nd
  • Publication Date: January 1, 2011
  • Format: Paperback – 592 pages
  • Language: English

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Description

With its lively, conversational tone and practical focus, this new edition mixes applied and theoretical aspects for a solid introduction to cryptography and security, including the latest significant advancements in the field.

Key Features
  • Balances applied and theoretical aspects of security — Presents applications and protocols where cryptographic primitives are used in practice, such as SET and SSL.
  • Coverage of Rijndael and AES — Provides a detailed explanation of AES, which has replaced Feistel-based ciphers (DES) as the standard block cipher algorithm.
  • Coverage of practical applications of cryptography to security protocols — Connects the cryptographic tools developed earlier in the book to the building of real security tools, demonstrating to students that there is more to security and cryptography than just math.
  • Friendly, story-like discussion of security concepts — Uses historical examples to illustrate the concepts of security and cryptanalysis by relating theory to easier-to-grasp events.
  • Modern methods such as Elliptic curves, Lattice methods, and Quantum Techniques — Provides thorough coverage of topics that are becoming increasingly prominent in the field.
  • Major coverage of coding theory — Offers a discussion of coding theory, which is often covered in today’s cryptology courses.
  • Numerous example calculations — Includes many examples, especially in purely mathematical chapters such as Ch. 3.
  • Public key certificate — Provides an example of what an actual public key certificate looks like, rather than just describing it.
  • Mathematica/Maple/Matlab problems and notebooks — Allow students to work with realistic sized examples in RSA and Digital Signatures, as well as classical cryptosystems and those with elliptic curves.
  • Practical examples and applications — Give students hands-on experience with the large-numbered cryptography of today’s security systems, and provides a discussion of security protocols.
Table of Contents
  1. Overview
  2. Classical Cryptosystems.
  3. Basic Number Theory.
  4. The Data Encryption Standard
  5. AES: Rijndael
  6. The RSA Algorithm
  7. Discrete Logarithms
  8. Hash Functions
  9. Digital Signatures
  10. Security Protocols
  11. Digital Cash
  12. Secret Sharing Schemes
  13. Games
  14. Zero-Knowledge Techniques
  15. Information Theory
  16. Elliptic Curves
  17. Lattice Methods
  18. Error Correcting Codes
  19. Quantum Techniques in Cryptography
  20. Bibliography
  21. Index
Additional information
Weight0.721 kg
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