Optimality of myoptic stopping times for geometric discounting

Optimality of myoptic stopping times for geometric discounting

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Article ID: iaor1988663
Country: Israel
Volume: 25
Issue: 2
Start Page Number: 437
End Page Number: 443
Publication Date: Jun 1988
Journal: Journal of Applied Probability
Authors: ,
Abstract:

Consider a sequence of conditionally independent Bernoulli random variables taking on the values 1 and ¸-1. The objective is to stop the sequence in order to maximize the discounted sum. Suppose the Bernoulli parameter has a beta distribution with integral parameters. It is optimal to stop when the conditional expectation of the next random variable is negative provided the discount factor is less than or equal to

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