'Isomorphic graphs' diaporamas de présentation

Introduction to Computer Science 2 Introduction to Graphs

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COMP2012 Discrete Mathematics

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Quantum random walks of interacting particles and the graph isomorphism problem

Quantum random walks of interacting particles and the graph isomorphism problem. Susan N. Coppersmith University of Wisconsin, Madison collaborators: Shiue-Yuan Shiau, Robert Joynt, John Gamble S.-Y. Shiau et al., Quantum Information and Computation 5, 492-506 (2005) Funding: NSF, ARO/NSA.

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??? ?????? ?????????? More Probabilistic Classes

??? ?????? ?????????? More Probabilistic Classes. BPL - ??????. BPL (???????): ???? L ??????? ?????: ????? ??????????? ???? ?????? ???????? M ???????? p(n) ?? ?: ?? x ???? ?- L ?? Pr r [M(x,r) = Accept] ? 2/3 ?? x ?? ???? ?- L ?? Pr r [M(x,r) = Accept] < 1/3

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Fractal geometry

Fractal geometry. effective way to represent natural objects represents phenomenon w/ concepts of fragmentation small chunks self similarity similar small building blocks used repeatedly. Fractal pattern generation. initiator the basic element repetitor

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