Results 1 to 10 of about 514,390 (116)
Network transitivity and matrix models [PDF]
Physical Review E, 2004 11 pages, 7 eps figures, 2-column revtex format, print bug ...
Burda, Z., Jurkiewicz, J., Krzywicki, A.
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TRANSITION MATRIX MONTE CARLO [PDF]
International Journal of Modern Physics C, 1999 Although histogram methods have been extremely effective for analyzing data from Monte Carlo simulations, they do have certain limitations, including the range over which they are valid and the difficulties of combining data from independent simulations.
Swendsen, R.H. +5 more
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Generalized topological transition matrix [PDF]
Topological Methods in Nonlinear Analysis, 2016 This article represents a major step in the unification of the theory of algebraic, topological and singular transition matrices by introducing a definition which is a generalization that encompasses all of the previous three. When this more general transition matrix satisfies the additional requirement that it covers flow-defined Conley-index ...
Franzosa, Robert +2 more
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Transactions of the American Mathematical Society, 2017 In this article we present a unification of the theory of algebraic, singular, topological and directional transition matrices by introducing the (generalized) transition matrix which encompasses each of the previous four. Some transition matrix existence results are presented as well as verification that each of the previous transition matrices are ...
Franzosa, Robert, Vieira, Ewerton R.
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Delocalization transition for the Google matrix [PDF]
Physical Review E, 2009 We study the localization properties of eigenvectors of the Google matrix, generated both from the World Wide Web and from the Albert-Barabasi model of networks. We establish the emergence of a delocalization phase for the PageRank vector when network parameters are changed.
Giraud, Olivier +2 more
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Transition matrix cluster algorithms [PDF]
International Journal of Modern Physics C, 2019 We demonstrate that a series of procedures for increasing the efficiency of transition matrix calculations can be realized by integrating the standard single-spin flip transition matrix method with global cluster flipping techniques. Our calculations employ a simple and accurate method based on detailed balance for computing the density of states from
Yevick, David, Lee, Yong Hwan
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Transition Matrix Monte Carlo Method [PDF]
Journal of Statistical Physics, 2002 38 LaTeX ...
Wang, J.-S., Swendsen, R.H.
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A cluster controller for transition matrix calculations [PDF]
International Journal of Modern Physics C, 2019 We demonstrate that a temperature schedule for single-spin flip transition matrix calculations can be simply and rapidly generated by monitoring the average size of the Wolff clusters at a set of discrete temperatures. Optimizing this schedule yields a potentially interesting quantity related to the fractal structure of Ising clusters.
Yevick, David, Lee, Yong Hwan
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Anderson transition for Google matrix eigenstates [PDF]
Annalen der Physik, 2015 We introduce a number of random matrix models describing the Google matrix G of directed networks. The properties of their spectra and eigenstates are analyzed by numerical matrix diagonalization. We show that for certain models it is possible to have an algebraic decay of PageRank vector with the exponent similar to real directed networks. At the same
Zhirov, O. V., Shepelyansky, Dima
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CHAOS–ORDER TRANSITION IN MATRIX THEORY [PDF]
Modern Physics Letters A, 1998 Classical dynamics in SU(2) matrix theory is investigated. A classical chaos–order transition is found. For small enough angular momentum (even for small coupling constant), the system exhibits a chaotic behavior, for large enough angular momentum, the system is regular.
Aref'eva, I. Ya. +2 more
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