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Electronic Colloquium on Computational Complexity

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REPORTS > KEYWORD > PSPACE-COMPLETE:
Reports tagged with PSPACE-complete:
TR95-037 | 2nd July 1995
Richard Beigel, Howard Straubing

The Power of Local Self-Reductions

Identify a string x over {0,1} with the positive integer
whose binary representation is 1x. We say that a self-reduction is
k-local if on input x all queries belong to {x-1,...,x-k}. We show
that all k-locally self-reducible sets belong to PSPACE. However, the
power of k-local self-reductions changes drastically between ... more >>>


TR12-096 | 17th July 2012
Albert Atserias, Sergi Oliva

Bounded-width QBF is PSPACE-complete

Revisions: 3

Tree-width is a well-studied parameter of structures that measures their similarity to a tree. Many important NP-complete problems, such as Boolean satisfiability (SAT), are tractable on bounded tree-width instances. In this paper we focus on the canonical PSPACE-complete problem QBF, the fully-quantified version of SAT. It was shown by Pan ... more >>>




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