Jul 15, 1984 · The pair of functional equations for undiscounted Markov renewal programs (MRPs) are solved by an iterative procedure which generates ...
Abstract: The pair of functional equations for undiscounted Markov renewal programs (MRPs) are solved by an iterative procedure which generates ...
A value-iteration scheme for undiscounted multichain Markov renewal programs. Zeitschrift für Operations Research, Vol. 28, No. 5 | 1 Oct 1984. On stationary ...
We consider the Policy Iteration Algorithm for undiscounted Markov Renewal Programs. Previous specifications of the policy evaluation part of this algorithm ...
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The purpose of this paper is to provide a unique specification of the value vectors as well as an anticycling rule which avoids parsing the transition ...
Abstract : Two methods are presented for computing optimal decision sequences and their cost functions. The first method, called 'policy iteration,' is an ...
An iterative procedure is described for finding a solution of the functional equations v i ∗ = max k [q i k −g ∗ T i k + ∑ j=1 N P ij k v j ∗ ] 1⩽i⩽N of ...
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This note describes an efficient class of procedures for finding a solution to the functional equations. of undiscounted Markov renewal programming.
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The functional equations of Markov renewal programming with a scalar again rateg are v=max [q (f)−gT (f)+P(f) v;f ∈A] whereA is the Cartesian product set of ...
This paper examines, for undiscounted unichain Markov renewal program- ming, both the Hastings policy-value iteration algorithm and the case of.