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Electronic Colloquium on Computational Complexity

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TR00-083 | 18th September 2000
Eldar Fischer

Testing graphs for colorability properties

Revisions: 1

Let $P$ be a property of graphs. An $\epsilon$-test for $P$ is a
randomized algorithm which, given the ability to make queries whether
a desired pair of vertices of an input graph $G$ with $n$ vertices are
adjacent or not, distinguishes, with high probability, between the
case of $G$ satisfying ... more >>>


TR00-082 | 17th August 2000
Lefteris Kirousis, Phokion G. Kolaitis

The Complexity of Minimal Satisfiability Problems

Revisions: 2

A dichotomy theorem for a class of decision problems is
a result asserting that certain problems in the class
are solvable in polynomial time, while the rest are NP-complete.
The first remarkable such dichotomy theorem was proved by
T.J. Schaefer in 1978. It concerns the ... more >>>


TR00-081 | 5th September 2000
Shin Aida, Rainer Schuler, Tatsuie Tsukiji, Osamu Watanabe

On the difference between polynomial-time many-one and truth-table reducibilities on distributional problems

In this paper we separate many-one reducibility from truth-table
reducibility for distributional problems in DistNP under the
hypothesis that P neq NP. As a first example we consider the
3-Satisfiability problem (3SAT) with two different distributions
on 3CNF formulas. We show that 3SAT using a version of the
standard distribution ... more >>>



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