AbstractNecessary and sufficient conditions are given for the convergence of the first moment of functionals of Markov chains
AbstractWe first give an extension of a theorem of Volkonskii and Rozanov characterizing the strictl...
AbstractThis article continues work by Alsmeyer and Hoefs (Markov Process Relat. Fields 7 (2001) 325...
AbstractRecent papers have shown that Π∞k = 1 P(k) = limm→∞ (P(m) ⋯ P(1)) exists whenever the sequen...
AbstractNecessary and sufficient conditions are given for the convergence of the first moment of fun...
AbstractLet (Xi)i=0∞ be a V-uniformly ergodic Markov chain on a general state space, and let π be it...
A new construction of regeneration times is exploited to prove ergodic and renewal theorems for semi...
AbstractStarting from a real-valued Markov chain X0,X1,…,Xn with stationary transition probabilities...
Let (Xi)i=0∞ be a V-uniformly ergodic Markov chain on a general state space, and let π be its statio...
summary:Let $p_t$ be a vector of absolute distributions of probabilities in an irreducible aperiodic...
AbstractWe derive sufficient conditions for ∝ λ (dx)‖Pn(x, ·) - π‖ to be of order o(ψ(n)-1), where P...
AbstractIn this report we relate the property of stochastic boundedness to the existence of stationa...
AbstractLet (Xt)t∈Rφ be a diffusion on R which starts in x and assume that a stationary initial dist...
AbstractWe study the properties of finite ergodic Markov Chains whose transition probability matrix ...
AbstractLet (S, £) be a measurable space with countably generated σ-field £ and (Mn, Xn)n⩾0 a Markov...
AbstractA necessary and sufficient condition for a finite ergodic homogeneous Markov chain to conver...
AbstractWe first give an extension of a theorem of Volkonskii and Rozanov characterizing the strictl...
AbstractThis article continues work by Alsmeyer and Hoefs (Markov Process Relat. Fields 7 (2001) 325...
AbstractRecent papers have shown that Π∞k = 1 P(k) = limm→∞ (P(m) ⋯ P(1)) exists whenever the sequen...
AbstractNecessary and sufficient conditions are given for the convergence of the first moment of fun...
AbstractLet (Xi)i=0∞ be a V-uniformly ergodic Markov chain on a general state space, and let π be it...
A new construction of regeneration times is exploited to prove ergodic and renewal theorems for semi...
AbstractStarting from a real-valued Markov chain X0,X1,…,Xn with stationary transition probabilities...
Let (Xi)i=0∞ be a V-uniformly ergodic Markov chain on a general state space, and let π be its statio...
summary:Let $p_t$ be a vector of absolute distributions of probabilities in an irreducible aperiodic...
AbstractWe derive sufficient conditions for ∝ λ (dx)‖Pn(x, ·) - π‖ to be of order o(ψ(n)-1), where P...
AbstractIn this report we relate the property of stochastic boundedness to the existence of stationa...
AbstractLet (Xt)t∈Rφ be a diffusion on R which starts in x and assume that a stationary initial dist...
AbstractWe study the properties of finite ergodic Markov Chains whose transition probability matrix ...
AbstractLet (S, £) be a measurable space with countably generated σ-field £ and (Mn, Xn)n⩾0 a Markov...
AbstractA necessary and sufficient condition for a finite ergodic homogeneous Markov chain to conver...
AbstractWe first give an extension of a theorem of Volkonskii and Rozanov characterizing the strictl...
AbstractThis article continues work by Alsmeyer and Hoefs (Markov Process Relat. Fields 7 (2001) 325...
AbstractRecent papers have shown that Π∞k = 1 P(k) = limm→∞ (P(m) ⋯ P(1)) exists whenever the sequen...
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