Cryptography Theory & Practice

CLASSICAL CRYPTOGRAPHY
Introduction: Some Simple Cryptosystems
Cryptanalysis
Notes
Exercises
SHANNON'S THEORY
Perfect Secrecy
Entropy
Properties of Entropy
Spurious Keys and Unicity Distance
Product Cryptosystems
Notes
Exercises
THE DATA ENCRYPTION STANDARD
Introduction
Description of DES
The DES Controversy
DES in Practice
A Time-Memory Trade-Off
Differential Cryptanalysis
Notes and References
Exercises
THE RSA SYSTEM AND FACTORING
Introduction to Public-Key Cryptography
More Number Theory
The RSA Cryptosystem
Implementing RSA
Probabilistic Primality Testing
Attacks on RSA
The Rabin Cryptosystem
Factoring Algorithms
Notes and References
Exercises
OTHER PUBLIC-KEY CRYPTOSYSTEMS
The ElGamal System and Discrete Logs
Finite Field and Elliptic Curve Systems
The Merkle-Hellman Knapsack System
The McEliece System
Notes and References
Exercises
SIGNATURE SCHEMES
Introduction
The ElGamal Signature Scheme
The Digital Signature Standard
One-Time Signatures
Undeniable Signatures
Fail-Stop Signatures
Notes and References
Exercises
HASH FUNCTIONS
Signatures and Hash Functions
Collision-Free Hash Functions
The Birthday Attack
A Discrete Log Hash Function
Extending Hash Functions
Hash Functions from Cryptosystems
The MD4 Hash Function
Timestamping
Notes and References
Exercises
KEY DISTRIBUTION AND KEY AGREEMENT
Introduction
Key Predistribution
Kerberos
Diffie-Hellman Key Exchange
Notes and References
IDENTIFICATION SCHEMES
Introduction
The Schnorr Identification Scheme
The Okamoto Identification Scheme
The Guillou-Quisquater Identification Scheme
Converting Identification to Signature Schemes
Notes and References
Exercises
AUTHENTICATION CODES
Introduction
Computing Deception Probabilities
Combinatorial Bounds
Entropy Bounds
Notes and References
Exercises
SECRET SHARING SCHEMES
Introduction: The Shamir Threshold Scheme
Access Structures and General Secret Sharing
The Monotone Circuit Construction
Formal Definitions
Information Rate
The Brickell Vector Space Construction
An Upper Bound on the Information Rate
The Decomposition Construction
Notes and References
Exercises
PSEUDO-RANDOM NUMBER GENERATION
Introduction and Examples
Indistinguishable Probability Distributions
The Blum-Blum-Shub Generator
Probabilistic Encryption
Notes and References
Exercises
ZERO-KNOWLEDGE PROOFS
Interactive Proof Systems
Perfect Zero-Knowledge Proofs
Bit Commitments
Computational Zero-Knowledge Proofs
Notes and References
Exercises