This note addresses the time aggregation approach to ergodic finite state Markov decision processes with uncontrollable states. We propose the use of the time aggregation approach as an intermediate step toward constructing a transformed MDP whose state space is comprised solely of the controllable states. The proposed approach simplifies the iterative search for the optimal solution by eliminating the need to define an equivalent parametric function, and results in a problem that can be solved by simpler, standard MDP algorithms.</p
We propose a class of iterative aggregation algorithms for solving infinite horizon dynamic programm...
Motivated by Markov decision processes, this paper introduces a form of embedding for Markov chains ...
Abstract—We formulate the Lebesgue-sampling-based optimal control problem. We show that the problem ...
The solution of Markov Decision Processes (MDPs) often relies on special properties of the processes...
We propose a time aggregation approach for the solution of infinite horizon average cost Markov deci...
An iterative aggregation procedure is described for solving large scale, finite state, finite action...
This paper introduces a two-phase approach to solve average cost Markov decision processes, which is...
This paper applies two-phase time aggregation to solve discounted Markov decision processes (MDP). T...
Colloque avec actes et comité de lecture.In this paper, we present two state aggregation methods, us...
One often encounters the curse of dimensionality in the application of dynamic programming to determ...
The main focus of this thesis is Markovian decision processes with an emphasis on incorporating time...
We describe an extension of the Markov decision process model in which a continuous time dimension i...
A Markov decision process (MDP) relies on the notions of state, describing the current situation of ...
We describe an extension of the Markov decision process model in which a continuous time dimension i...
Time aggregation based optimal control model is proposed in the paper, by using Lebesgue sampling te...
We propose a class of iterative aggregation algorithms for solving infinite horizon dynamic programm...
Motivated by Markov decision processes, this paper introduces a form of embedding for Markov chains ...
Abstract—We formulate the Lebesgue-sampling-based optimal control problem. We show that the problem ...
The solution of Markov Decision Processes (MDPs) often relies on special properties of the processes...
We propose a time aggregation approach for the solution of infinite horizon average cost Markov deci...
An iterative aggregation procedure is described for solving large scale, finite state, finite action...
This paper introduces a two-phase approach to solve average cost Markov decision processes, which is...
This paper applies two-phase time aggregation to solve discounted Markov decision processes (MDP). T...
Colloque avec actes et comité de lecture.In this paper, we present two state aggregation methods, us...
One often encounters the curse of dimensionality in the application of dynamic programming to determ...
The main focus of this thesis is Markovian decision processes with an emphasis on incorporating time...
We describe an extension of the Markov decision process model in which a continuous time dimension i...
A Markov decision process (MDP) relies on the notions of state, describing the current situation of ...
We describe an extension of the Markov decision process model in which a continuous time dimension i...
Time aggregation based optimal control model is proposed in the paper, by using Lebesgue sampling te...
We propose a class of iterative aggregation algorithms for solving infinite horizon dynamic programm...
Motivated by Markov decision processes, this paper introduces a form of embedding for Markov chains ...
Abstract—We formulate the Lebesgue-sampling-based optimal control problem. We show that the problem ...