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Optimal Grouping of State Spaces of Discrete Stochastic Systems
The Journal of the Operational Research Society
Vol. 38, No. 11 (Nov., 1987), pp. 1031-1037
Stable URL: http://www.jstor.org/stable/2582228
Page Count: 7
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The aim of the paper is to show how Shannon's entropy may be used for optimal grouping of state spaces of discrete stochastic systems. Compositions (ordered partitions) of discrete state spaces and their entropic optimality have been defined, and optimal compositions were computed as solutions of a dynamic programme. Uniform and binomial systems were used for illustrations. Sturges' rule was reinterpreted.
The Journal of the Operational Research Society © 1987 Operational Research Society