Dobrushin's ergodicity coefficient for a stochastic matrix characterizes the contraction rate of a linear Markov operator acting on a space of probability distributions equipped with the total variation norm.
Saburov, Mansoor
core
From visibility graphs to cognition. [PDF]
Gautam S, Grigolini P.
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Abstract Ergodic Theorems [PDF]
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Probing non-ergodicity and symmetry via direct measurement of coherent scattering in a shaken rotor. [PDF]
Arrouas F +11 more
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A Classification of Intrinsic Ergodicity for Recognisable Random Substitution Systems. [PDF]
Gohlke P, Mitchell A.
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Universal activated aging and weak ergodicity breaking in spin and structural glasses. [PDF]
Li B, Pan D, Qu T, Jin Y.
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Discovery of dynamical heterogeneity in a supercooled magnetic monopole fluid. [PDF]
Dasini J +10 more
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Reliability and performance modeling of an M[X]/G(a,b)/1 retrial queue with re-service and Balking behavior under working vacation policy. [PDF]
S S, S N.
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General Ergodic Theorems [PDF]
Alaoglu, L., Birkhoff, G.
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Inverse-Probability-Weighted Wavelet Estimation of Regression Derivatives Under Missing-at-Random Responses for Stationary Ergodic Processes. [PDF]
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