Teaching assistants (TA) :
Carlton Davis
Geneviève Arboit
This course is worth 3 credits; restriction: not open to students who have taken comp647; prerequisite: comp360.
This course presents an in-depth study of modern cryptography and data security. We investigate two important subjects of cryptography: data encryption and message authentication. The basic information theoretic and computational security of modern cryptographic systems, either in private key or public key environment, are analyzed. We will also tackle the fascinating field of quantum cryptography. The course is self-contained and all necessary mathematical background will be explicitely covered. We expect students to possess minimal programming skills (in their preferred language).
- Practical and historical cryptography
- Theoretical two party cryptography
- Mathematical toolbox
- Information theory
- Number theory
- Confidentiality
- Unconditional (long private key)
- Computational (short private key)
- With public key
- Authentication
- Unconditional (long private key)
- Computational (short private key)
- With public key
Introduction to quantum cryptography
Mondays, Wednesdays and Fridays from 13h35 to 14h25, Burnside Hall, room 1B23.
Teacher : Mondays 10h-11h30,14h30-16h, McConnell Engineering Building, room 104.TA : Wednesdays 10h-11h30, McConnell Engineering Building, room 104.
Five assignments, each one is worth 10% of the final mark, and a final exam which is worth 50% of the final mark. If a supplemental exam is required, it will be worth 100% of the final mark.
September 4 : first lecture September 25 : assignment 1 due October 9 : assignment 2 due October 13 : withdrawal deadline October 25 : assignment 3 due November 13 : assignment 4 due November 20 : course evaluation December 4 : assignment 5 due December 4 : last lecture December 18, 2:00pm, GYM : final examination
Crypto Glossary (PS) (PDF). Conventions (PS) (PDF). Simple Ciphers (PS) (PDF). Iterated Cipher (PS) (PDF). Key Scheduling (PS) (PDF). SPN (PS) (PDF). Modes of Operation for Block Ciphers (PS) (PDF). AES (PS) (PDF). Entropy quick reference (PS) (PDF). Number theory quick reference(PS) (PDF). Number theory tasks for which efficient algorithms are known(PS) (PDF). Computationally hard problems in number theory(PS) (PDF). Hierarchy of computationally hard problems in number theory(PS) (PDF). Overview of number theory based public-key cryptography(PS) (PDF). Cryptographic tasks for honest participants(PS) (PDF). Quantum key agreement slides(PS) (PDF).
Enigma Simulator AES AES under attack? See also this link.
Assignment 1 (deadline: September 25) Assignment 2 (deadline: October 9) (PS) (PDF) Assignment 3 (deadline: October 25) (PS) (PDF) Assignment 4 (deadline: November 13) (PS) (PDF) Solutions (PS) (PDF) Assignment 5 (deadline: December 4)
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