We introduce and study resource bounded random sets based on Lutz's concept of resource bounded measure [7, 8]. We concentrate on nc-randomness (c ⩾ 2) ...
Resource bounded randomness and weakly complete problems'
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Resource bounded randomness and weakly complete problems'. Klaus Ambos ... weakly complete problems does not have p-measure 0, in fact, has measure 1 ...
We introduce and study resource bounded random sets based on Lutz's concept of resource bounded measure ([5, 6]). We concentrate on n c-randomness (c ≥ 2) ...
We introduce and study resource bounded random sets based on Lutz's concept of resource bounded measure ([5, 6]). We concentrate on nO-randomness (c > 2) which ...
Oct 12, 2016 · Abstract. We introduce and study resource bounded random sets based on Lutz's concept of resource bounded measure.
Author(s), Ambos-spies K., Terwijn S. A. and Zheng X. ; Title, "Resource bounded randomness and weakly complete problems" ; Date, 1994 ; In, Algorithms and ...
Abstract. We introduce and study resource bounded random sets based on Lutz's concept of resource bounded measure ([7, 8]). We concentrate on ءأ-.
Contents. ISAAC '94: Proceedings of the 5th International Symposium on Algorithms and Computation. Resource Bounded Randomness and Weakly Complete Problems.
Author(s), Ambos-spies K., Terwijn S. A. and Zheng X. ; Title, "Resource bounded randomness and weakly complete problems" ; Date, 1997 ; Journal, Theoret. Comput.
Author. K. Ambos-Spies S.A. Terwijn X. Zheng ; Year: 1994 ; host editors. X.S Zhang D.Z. Du ; Title: Resource bounded randomness and weakly complete problems ; Book ...