AbstractThis paper concerns a discrete-time Markov decision model with an infinite planning horizon. A new optimality criterion and the related optimal policy, termed R-optimal one, are proposed. The criterion is much effective comparing with the existing criteria because of its availability both for discounting case and nondiscounting case in the same form.It is shown that there exists a stationary R-optimal policy and it can be found in finitely many steps by the policy iteration method
AbstractThe following optimality principle is established for finite undiscounted or discounted Mark...
AbstractThis paper deals with the average expected reward criterion for continuous-time Markov decis...
Multi-stage decision processes are considered, in notation which is an outgrowth of that introduced ...
AbstractThe following optimality principle is established for finite undiscounted or discounted Mark...
summary:In this note we focus attention on identifying optimal policies and on elimination suboptima...
AbstractContinuous time Markovian decision models with countable state space are investigated. The e...
We consider the problem of selecting an optimality criterion, when total costs diverge, in determini...
AbstractAs finite state models to represent a discrete optimization problem given in the form of an ...
We study the existence of optimal strategies and value function of non stationary Markov decision pr...
We study the existence of optimal strategies and value function of non stationary Markov decision pr...
The time average reward for a discrete-time controlled Markov process subject to a time-average cost...
AbstractThis paper considers deterministic discrete-time optimal control problems over an infinite h...
In this dissertation, we show a number of new results relating to stability, optimal control, and va...
In this dissertation, we show a number of new results relating to stability, optimal control, and va...
In a nutshell, this thesis studies discrete-time Markov decision processes (MDPs) on Borel Spaces, w...
AbstractThe following optimality principle is established for finite undiscounted or discounted Mark...
AbstractThis paper deals with the average expected reward criterion for continuous-time Markov decis...
Multi-stage decision processes are considered, in notation which is an outgrowth of that introduced ...
AbstractThe following optimality principle is established for finite undiscounted or discounted Mark...
summary:In this note we focus attention on identifying optimal policies and on elimination suboptima...
AbstractContinuous time Markovian decision models with countable state space are investigated. The e...
We consider the problem of selecting an optimality criterion, when total costs diverge, in determini...
AbstractAs finite state models to represent a discrete optimization problem given in the form of an ...
We study the existence of optimal strategies and value function of non stationary Markov decision pr...
We study the existence of optimal strategies and value function of non stationary Markov decision pr...
The time average reward for a discrete-time controlled Markov process subject to a time-average cost...
AbstractThis paper considers deterministic discrete-time optimal control problems over an infinite h...
In this dissertation, we show a number of new results relating to stability, optimal control, and va...
In this dissertation, we show a number of new results relating to stability, optimal control, and va...
In a nutshell, this thesis studies discrete-time Markov decision processes (MDPs) on Borel Spaces, w...
AbstractThe following optimality principle is established for finite undiscounted or discounted Mark...
AbstractThis paper deals with the average expected reward criterion for continuous-time Markov decis...
Multi-stage decision processes are considered, in notation which is an outgrowth of that introduced ...