We consider triangular arrays of Markov chains that converge weakly to a diffusion process. Local limit theorems for transition densities are proved
Abstract. Central limit theorems for random walks in quenched random environments have attracted ple...
In this paper, we use a geometric viewpoint to prove several of the fundamental theo...
In this article, local limit theorems for sequences of simple random walks on graphs are established...
We consider triangular arrays of Markov chains that converge weakly to a diffusion process. Local li...
AbstractWe consider triangular arrays of Markov random walks that can be approximated by an accompan...
Abstract. We consider an irreducible and aperiodic Markov chain {kn}n=0 over the finite state space ...
A local limit theorem is proved for partial sums of a hidden Markov chain, assuming lobal asymptotic...
The Robbins-Monro algorithm is a recursive, simulation-based stochastic procedure to approximate the...
AbstractA continuous time random walk (CTRW) is a random walk subordinated to a renewal process, use...
We prove local limit theorems for Gibbs-Markov processes in the domain of attraction of normal distr...
International audienceLet (X n) n 0 be a Markov chain with values in a finite state space X starting...
We prove a local limit theorem, that is, a central limit theorem for densities, for a sequence of i...
In this paper, we study a notion of local stationarity for discrete time Markov chains which is usef...
Abstract. We consider the convergence of a continuous-time Markov chain approximation Xh, h> 0, t...
summary:In this paper we establish a new local convergence theorem for partial sums of arbitrary sto...
Abstract. Central limit theorems for random walks in quenched random environments have attracted ple...
In this paper, we use a geometric viewpoint to prove several of the fundamental theo...
In this article, local limit theorems for sequences of simple random walks on graphs are established...
We consider triangular arrays of Markov chains that converge weakly to a diffusion process. Local li...
AbstractWe consider triangular arrays of Markov random walks that can be approximated by an accompan...
Abstract. We consider an irreducible and aperiodic Markov chain {kn}n=0 over the finite state space ...
A local limit theorem is proved for partial sums of a hidden Markov chain, assuming lobal asymptotic...
The Robbins-Monro algorithm is a recursive, simulation-based stochastic procedure to approximate the...
AbstractA continuous time random walk (CTRW) is a random walk subordinated to a renewal process, use...
We prove local limit theorems for Gibbs-Markov processes in the domain of attraction of normal distr...
International audienceLet (X n) n 0 be a Markov chain with values in a finite state space X starting...
We prove a local limit theorem, that is, a central limit theorem for densities, for a sequence of i...
In this paper, we study a notion of local stationarity for discrete time Markov chains which is usef...
Abstract. We consider the convergence of a continuous-time Markov chain approximation Xh, h> 0, t...
summary:In this paper we establish a new local convergence theorem for partial sums of arbitrary sto...
Abstract. Central limit theorems for random walks in quenched random environments have attracted ple...
In this paper, we use a geometric viewpoint to prove several of the fundamental theo...
In this article, local limit theorems for sequences of simple random walks on graphs are established...
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