HTW Berlin |
Tentative Schedule |
Week |
Lecture |
|
Laboratory |
||
---|---|---|---|---|---|
Mondays |
|
Mondays |
|||
|
Date |
Topic |
Instructor |
Exercise |
|
41 |
10. |
Introduction |
Thiel/Weber-Wulff |
0 |
|
42 |
17. |
Math: XOR, GCD, Modulo |
Thiel |
1 |
|
43 |
24. |
CS: Codes & Ciphers |
Weber-Wulff |
2 |
Morse Code |
44 |
31. |
Math: Chinese Remainder Theorem, Groups |
Thiel |
3 |
|
45 |
07. |
CS: Symmetric Cryptography |
Weber-Wulff |
4 |
|
46 |
14. |
Math: Mathematical basis of Diffie-Hellman - Groups |
Thiel |
5 |
|
47 |
21. |
CS: |
Weber-Wulff |
6 |
|
48 |
28. |
Math: Random Numbers, Discrete Logarithm, Mathematical Operations on Large Numbers |
Thiel |
7 |
|
49 |
05. |
CS: Asymmetric Cryptography - RSA, PGP, Digital Signatures |
Weber-Wulff |
8 |
|
50 |
12. |
Math: Rabin-Miller, RSA |
Thiel |
9 |
Rabin-Miller Programming |
51 |
19. |
CS: Hash Functions and |
Weber-Wulff |
10 |
|
52 |
|
Christmas Vacation |
|||
1 |
02. |
Math: Elliptic Curves |
Thiel |
11 |
|
2 |
09. |
CS: Cryptography in ePassports, |
Weber-Wulff |
12 |
|
3 |
16. |
Math: Zero-Knowledge Proofs |
Thiel |
13 |
Zero-knowledge proofs |
4 |
23. |
Cryptographic Voting Protocols |
Weber-Wulff | Preparation for Poster Session |
|
5 |
30. |
Poster session |
Thiel, |
|
|
6 |
06. |
The Snowden Files, the NSA & The Future of Cryptography |
Thiel, |
|
Other topics: State-of-the-Art in factoring, Biometric Word Lists, Applications of Zero-Knowledge Proofs, Security of elliptic curves; Peter Shor; Ron Rivest's Spritz, Soloway-Strassen test of primality, Alternative Tests of Primality [AKS], Poster session, Paper, Cryptographic protocols of eVoting
Dr. Hermann Thiel & Prof. Dr. Debora Weber-Wulff — CC-BY-NC-SA This material is jointly prepared by Dr. Hermann Thiel and Prof. Dr. Debora Weber-Wulff. Some of the material may come from other sources and is denoted by the copyright notices on the individual pages. Last Change: 2022-10-23 14:00 |