Course: Theoretical Foundations of Cryptography
- Offered at...
- Instructor:
- Time and place:
- Prerequisites:
- Basic knowledge of algorithms, computability, and elementary probability theory.
- Background on (computational) number theory is welcome but not required.
- We will investigate the theoretical foundations of cryptography
from the viewpoint of computational difficulty.
The outline is as follows.
- Introductions
- One-way functions and computational difficulty
- Pseudorandom generators
- Zero-knowledge proofs
- Textbook:
- Scribed notes
- Tzhua Chen's Scribe notes are here.
- Midterm exam
- problem set: (ps and
pdf).
- solution: word doc.
- grade (updated on July 1, 2003): html.
- Final exam
- problem set: (ps and pdf).
- solution: p1 p2 p3 p4.
- grade (updated on July 3, 2003): html.
- Final grades
- here. (posted on July 10, 2003)
- Mailing list:
- Join the mailing list called 'crypto-ntu@coollist.com'
- by filling out this form,
and you will receive the broadcasting messages of this course.
- No
need to be serious about those questions asked during your
registration to this mailing list. Just filling in something random. I
won't be able to access those information.
- Final presentation.
- Possible papers for final presentation
- The Provable Security of Graph-Based One-Time Signatures and Extensions to Algebraic Signature Schemes, by Alejandro Hevia and Daniele Micciancio, ASIACRYPT 2002.
- Indistinguishability of Random Systems, Ueli Maurer, EUROCRYPT 2002.
- Efficient dynamic traitor tracing, by Omer Berkman, Michal Parnas and J. Sgall, SODA 2000.
- Efficient Traitor Tracing Algorithms Using List Decoding, by Alice Silverberg, Jessica Staddon, and Judy L. Walker, ASIACRYPT 2001.
- Watermarking Maps: Hiding Information in Structured Data, by Sanjeev Khanna and Francis Zane, SODA 2000.
- Efficient Amplification of the Security of Weak Pseudo-random Function Generators, by Steven Myers, EUROCRYPT 2001.
- Interesting URLs:
This set of webpages is maintained by Hsueh-I Lu
Number of accesses since November 1, 2002.
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