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COSC362 > [TODO] Lecture 3: Number Theory and Finite Fields -- Discrete Mathematics (basic number theory, modular arithmetic, groups and fields, boolean algebra) > Flashcards

[TODO] Lecture 3: Number Theory and Finite Fields -- Discrete Mathematics (basic number theory, modular arithmetic, groups and fields, boolean algebra) Flashcards

COSC362 (21 decks)

Lecture 1: Course introduction

Lecture 2: Course overview (key definitions)

[TODO] Lecture 3: Number Theory and Finite Fields -- Discrete Mathematics (basic number theory, modular arithmetic, groups and fields, boolean algebra)

Lecture 4: CrypTool

Lecture 5: Classical Encryption Part 1 (introduction, transposition ciphers, simple substitution ciphers, Caesar cipher, random simple substitution cipher)

Lecture 6: Classical Encryption Part 2 (polyalphabetic substitution ciphers, Vigenere cipher, other polyalphabetic ciphers, Hill cipher)

Lecture 7: Block Ciphers (product ciphers, iterated ciphers, substitution-permutation networks, Feistel ciphers, standard security properties, DES, AES)

Lecture 8: Block Cipher Modes of Operation (features, standards, confidentiality modes, ECB, CBC, CTR, CMAC, HMAC)

Lecture 9: Pseudorandom Numbers and Stream Ciphers (random numbers, DRBG, stream ciphers, OTP, visual cryptography, A5 cipher, RC4 cipher, ChaCha)

[TODO] Lecture 10: Number Theory for Public Key Cryptography

Lecture 11: Hash functions and MACs

Lecture 12: Public Key Cryptography Part 1

Lecture 13: Public Key Cryptography Part 2

Lecture 14: Digital Signatures

Lecture 15: PKI and Certificates

Lecture 16: Key Establishment

Lecture 17: Transport Layer Security Protocol Part 1

Lecture 18: Transport Layer Security Protocol Part 2

Lecture 19: IPSec and VPN

Lecture 20: Email security

Lecture 21: Malware and attacks

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