This paper investigates the solutions to the functional equations that arise inter alia in. Undiscounted Markov Renewal Programming. We show that the solution ...

This paper investigates the solutions to the functional equations that arise inter alia in Undiscounted Markov Renewal Programming.

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 ...

The solutions to the functional equations that arise inter alia in Undiscounted Markov Renewal Programming are investigated, showing that the solution set ...

This paper investigates the solutions to the functional equations that arise inter alia in. Undiscounted Markov Renewal Programming.

Nov 1, 1978 · This paper investigates the solutions to the functional equations that arise inter alia in Undiscounted Markov Renewal Programming.

In this paper we want to establish conditions for the existence of a finite solution of the functional equations 1 % MathType!MTEF!2!1!+- %...

This note describes an efficient class of procedures for finding a solution to the functional equations. of undiscounted Markov renewal programming.

The functional equations of undiscounted, stationary, infinite horizon Markov renewal programming are shown to possess a solution, by an elementary ...

Conventional policy-iteration and linear-programming techniques for these problems require the solution of N equations and N unknowns in each iteration, and ...