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Electronic Colloquium on Computational Complexity

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TR01-014 | 7th February 2001
Marcos Kiwi, Frederic Magniez, Miklos Santha

Exact and Approximate Testing/Correcting of Algebraic Functions: A Survey

In the late 80's Blum, Luby, Rubinfeld, Kannan et al. pioneered
the theory of self-testing as an alternative way of dealing with
the problem of software reliability.
Over the last decade this theory played a crucial role in
the construction of probabilistically checkable proofs and
the ... more >>>


TR01-013 | 2nd February 2001
Michal Koucky

Log-space Constructible Universal Traversal Sequences for Cycles of Length $O(n^{4.03})$

The paper presents a simple construction of polynomial length universal
traversal sequences for cycles. These universal traversal sequences are
log-space (even $NC^1$) constructible and are of length $O(n^{4.03})$. Our
result improves the previously known upper-bound $O(n^{4.76})$ for
log-space constructible universal traversal sequences for cycles.

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TR01-012 | 4th January 2001
Evgeny Dantsin, Edward Hirsch, Sergei Ivanov, Maxim Vsemirnov

Algorithms for SAT and Upper Bounds on Their Complexity

We survey recent algorithms for the propositional
satisfiability problem, in particular algorithms
that have the best current worst-case upper bounds
on their complexity. We also discuss some related
issues: the derandomization of the algorithm of
Paturi, Pudlak, Saks and Zane, the Valiant-Vazirani
Lemma, and random walk ... more >>>



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