We develop an EM algorithm for estimating parameters that determine the dynamics of a discrete time Markov chain evolving through a certain measurable state space. As a key tool for the construction of the EM method we also develop forward-reverse representations for Markov chains conditioned on a certain terminal state. These representations may be considered as an extension of the earlier work of Bayer and Schoenmakers (2013) on conditional diffusions. We present several experiments and consider the convergence of the new EM algorithm
The attached file may be somewhat different from the published versionInternational audienceIn this ...
International audienceThis work concerns estimation of linear autoregressive models with Markov-swit...
Reversibility is a key concept in Markov models and master-equation models of molecular kinetics. Th...
We develop an EM algorithm for estimating parameters that determine the dynamics of a discrete time ...
We develop a forward-reverse expectation-maximization (FREM) algorithm for estimating parameters of ...
In this paper we carry over the concept of reverse probabilistic representations developed in Milste...
In this paper we carry over the concept of reverse probabilistic representations developed in Milste...
AbstractIn this paper we carry over the concept of reverse probabilistic representations developed i...
In this paper we derive stochastic representations for the finite dimensional distributions of a mul...
The general reverse diffusion equations are derived. They are applied to the problem of transition d...
The general reverse diffusion equations are derived and applied to the problem of transition density...
In this paper, we consider the estimation of various Markov-modulated time-series. We obtain maximum...
In this paper we derive stochastic representations for the finite dimensional distributions of a mul...
We consider the estimation of various Markov-modulated time series. We obtain maximum likelihood est...
In this paper, we deal with the so-called Markovian Arrival process (MAP). An MAP is thought of as a...
The attached file may be somewhat different from the published versionInternational audienceIn this ...
International audienceThis work concerns estimation of linear autoregressive models with Markov-swit...
Reversibility is a key concept in Markov models and master-equation models of molecular kinetics. Th...
We develop an EM algorithm for estimating parameters that determine the dynamics of a discrete time ...
We develop a forward-reverse expectation-maximization (FREM) algorithm for estimating parameters of ...
In this paper we carry over the concept of reverse probabilistic representations developed in Milste...
In this paper we carry over the concept of reverse probabilistic representations developed in Milste...
AbstractIn this paper we carry over the concept of reverse probabilistic representations developed i...
In this paper we derive stochastic representations for the finite dimensional distributions of a mul...
The general reverse diffusion equations are derived. They are applied to the problem of transition d...
The general reverse diffusion equations are derived and applied to the problem of transition density...
In this paper, we consider the estimation of various Markov-modulated time-series. We obtain maximum...
In this paper we derive stochastic representations for the finite dimensional distributions of a mul...
We consider the estimation of various Markov-modulated time series. We obtain maximum likelihood est...
In this paper, we deal with the so-called Markovian Arrival process (MAP). An MAP is thought of as a...
The attached file may be somewhat different from the published versionInternational audienceIn this ...
International audienceThis work concerns estimation of linear autoregressive models with Markov-swit...
Reversibility is a key concept in Markov models and master-equation models of molecular kinetics. Th...