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Electronic Colloquium on Computational Complexity

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TR07-104 | 15th September 2007
Moses Charikar, Konstantin Makarychev, Yury Makarychev

On the Advantage over Random for Maximum Acyclic Subgraph

In this paper we present a new approximation algorithm for the MAX ACYCLIC SUBGRAPH problem. Given an instance where the maximum acyclic subgraph contains (1/2 + delta) fraction of all edges, our algorithm finds an acyclic subgraph with (1/2 + Omega(delta/ log n)) fraction of all edges.

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TR07-103 | 28th September 2007
Emanuele Viola

Selected Results in Additive Combinatorics: An Exposition

We give a self-contained exposition of selected results in additive
combinatorics over the group {0,1}^n. In particular, we prove the
celebrated theorems known as the Balog-Szemeredi-Gowers theorem ('94 and '98) and
the
Freiman-Ruzsa theorem ('73 and '99), leading to the remarkable result
by Samorodnitsky ('07) that linear transformations are efficiently ... more >>>


TR07-102 | 4th October 2007
Andrej Bogdanov, Muli Safra

Hardness amplification for errorless heuristics

An errorless heuristic is an algorithm that on all inputs returns either the correct answer or the special symbol "I don't know." A central question in average-case complexity is whether every distributional decision problem in NP has an errorless heuristic scheme: This is an algorithm that, for every δ > ... more >>>



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