Resource-Bounded Randomness and Compressibility with Respect to Nonuniform Measures

Abstract

Most research on resource-bounded measure and randomness has focused on the uniform probability density, or Lebesgue measure, on {0, 1}∞; the study of resource-bounded measure theory with respect to a nonuniform underlying measure was recently initiated by Breutzmann and Lutz [1]. In this paper we prove a series of fundamental results on the role of… (More)
DOI: 10.1007/3-540-63248-4_17

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Cite this paper

@inproceedings{Kautz1997ResourceBoundedRA, title={Resource-Bounded Randomness and Compressibility with Respect to Nonuniform Measures}, author={Steven M. Kautz}, booktitle={RANDOM}, year={1997} }