Elements of a theory of simulation II: sequential dynamical systems

Elements of a theory of simulation II: sequential dynamical systems (2000)

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by C. L. Barrett , H. S. Mortveit , C. M. Reidys

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27 - 4 self

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@MISC{Barrett00elementsof,
    author = {C. L. Barrett and H. S. Mortveit and C. M. Reidys},
    title = { Elements of a theory of simulation II: sequential dynamical systems},
    year = {2000}
}

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Abstract

Citations

126	Graph Theory - Tutte - 1984
66	Acyclic orientations of graphs - Stanley - 1973
28	enumeration problems in geometry and combinatorics - Hard - 1986
21	Information bounds are weak in the shortest distance problem - Graham, Yao, et al. - 1980
16	Optimal randomized algorithms for local sorting and set-maxima - Goddard, Kenyon, et al. - 1993
16	in: The Global Dynamics of Cellular Automata; An Atlas of Basin of Attraction Fields of One-Dimensional Cellular Automata - Wuensche, Lesser - 1992
10	The effect of number of Hamiltonian paths on the complexity of a vertex-coloring problem - Manber, Tompa - 1984
8	Reidys, Elements of a theory of simulation I: Sequential CA over random graphs - Barrett, M - 1999
7	Acyclic orientations of random graphs - Reidys - 1998
6	Bounds on the chromatic polynomial and on the number of acyclic orientations of a graph - Kahale, Schulman - 1996
4	Asymptotic theory of ®nite dimensional normed spaces - Milman, Schechtman - 1200
1	On a certain class of discrete dynamical systems - Mortveit, Reidys - 2000
1	Elements of a theory of simulation III: Equivalence of SDS DS - Barrett, Mortveit, et al.