Bias optimality versus strong 0-discount optimality in Markov control processes with unbounded costs
Discrete-time Markov control problems on Borel spaces are studied under the aspects of optimality w.r.t. expected average cost, discount-sensitive criteria, and bias. The relation of the results on the different problems is explained and an example illustrates the usefulness of the results.
scientific article; zbMATH DE number 1985809