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Queueing and Scheduling in Processing Networks. 3 Units. For example, Euclidean geometry assigns a large role to ruler-and-compass constructions, which manipulate geometric shapes. To this end, we are going to develop algorithmic tools that help to analyze the level of security and usability. Also in need of further study are more general noise models. Based on the payoff, the outcome to the different players can be evaluated. Computational Complexity: Time and Space hierarchy, Gap theorem, Classes P and NP, Cook-Levin theorem, PSPACE completeness, NL completeness, Immerman-Szelepcseyi theorem, Alternation, Polynomial hierarchy, Permanent and #P completeness, Oracle machines, Baker-Gill-Solovay theorem, Randomized Turing Machine, RP, ZPP, BPP, Adleman’s theorem, Yao’s minmax theorem, Derandomization.

Pages: 540

Publisher: Springer; 2009 edition (December 11, 2008)


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