additive combinatorics and computational complexity
This work is supported by NSF under grant CCF-0729137.
slides
research papers
- Omer Reingold, Luca Trevisan, Madhur Tulsiani and Salil Vadhan
Dense Subsets of Pseudorandom Sets
Proc. of the 49th IEEE FOCS, pp. 76-85, 2008
- James Cook, Omid Etesami, Rachel Miller and Luca Trevisan
Goldreich's One-Way Function Candidate and Myopic Backtracking Algorithms
Proc. of 6th TCC, pp. 521-538, 2009
- Anindya De and Luca Trevisan
Extractors Using Hardness Amplification.
Proc. of APPROX-RANDOM, pp. 462-475, 2009
- Shachar Lovett, Omer Reingold, Luca Trevisan, and Salil Vadhan
Pseudorandom Bit Generators That Fool Modular Sums
Proc. of APPROX-RANDOM, pp. 615-630, 2009
- Luca Trevisan
Max Cut and the Smallest
Eigenvalue
Proc. of the 41st ACM STOC, pp. 263-272, 2009
- Luca Trevisan, Madhur Tulsiani and Salil Vadhan
Regularity, Boosting,
and Efficiently Simulating Every High-Entropy Distribution
Proc. of the 24th IEEE Computational Complexity Conference, pp. 126-136,
2009
expository papers
other writings
Expository notes on additive
combinatorics and on pseudorandomness,
expanders and
regularity lemmas.
teaching
The Princeton Minicourse
on additive combinatorics and computer science, August 2007
A Berkeley graduate course on additive combinatorics and computer science is tentatively
planned for Spring 2010