Computing optimal quality control policies — two actions
Journal of Applied ProbabilityPublished 1 December 1976
Robert C. Wang
Citations25
SJR quartileQ2
SJR score0.53
SNIP0.91
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Abstract
We study a Markov quality control model in which we may either reset the machine or keep the machine producing items. Both discounted and average costs are considered. We shall show that a monotone policy is optimal and show how to compute the optimal critical point. Two special models are studied along with some numerical results.
Keywords
Business, Management and AccountingEngineering
The Annals of Mathematical StatisticsArbitrary State Markovian Decision Processes
115 Citations1968Sheldon M. Ross
