Modern Cryptography [electronic resource] : Applied Mathematics for Encryption and Information Security /

Chapter 1. History of Cryptography to the 1800s -- Chapter 2. History of Cryptography from the 1800’s -- Chapter 3. Basic Information Theory -- Chapter 4. Essential Number Theory and Discrete Math -- Chapter 5. Essential Algebra -- Chapter 6. Fiestel Networks -- Chapter 7. Substitution-Permutation Networks -- Chapter 8. S-Box Design -- Chapter 9. Cryptographic Hashes -- Chapter 10. Asymmetric Algorithms -- Chapter 11. Elliptic Curve Cryptography -- Chapter 12. Random Number Generators -- Chapter 13.SSL/TLS -- Chapter 14. Virtual Private networks, Authentication, And Wireless Security -- Chapter 15. Military Applications -- Chapter 16. Steganography -- Chapter 17. Cryptanalysis -- Chapter 18. Cryptographic Backdoors -- Chapter 19. Quantum Computing and Cryptography.

This expanded textbook, now in its second edition, is a practical yet in depth guide to cryptography and its principles and practices. Now featuring a new section on quantum resistant cryptography in addition to expanded and revised content throughout, the book continues to place cryptography in real-world security situations using the hands-on information contained throughout the chapters. Prolific author Dr. Chuck Easttom lays out essential math skills and fully explains how to implement cryptographic algorithms in today's data protection landscape. Readers learn and test out how to use ciphers and hashes, generate random keys, handle VPN and Wi-Fi security, and encrypt VoIP, Email, and Web communications. The book also covers cryptanalysis, steganography, and cryptographic backdoors and includes a description of quantum computing and its impact on cryptography. This book is meant for those without a strong mathematics background with only just enough math to understand the algorithms given. The book contains a slide presentation, questions and answers, and exercises throughout. Presents new and updated coverage of cryptography including new content on quantum resistant cryptography; Covers the basic math needed for cryptography - number theory, discrete math, and algebra (abstract and linear); Includes a full suite of classroom materials including exercises, Q&A, and examples. .