Lack of Equality between Abel and Cesaro Limits in Discrete Optimal Control and the Implied Duality Gap
In the recent paper [4] it has been shown that if Cesàro and Abel limits for a certain discrete time optimal control problem are not equal, then there is a duality gap between a certain infinite-dimensional linear programming problem and its dual. In this paper, we construct an example of a problem satisfying the assumptions of [4] where Cesàro and Abel limits are different
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Work Title | Lack of Equality between Abel and Cesaro Limits in Discrete Optimal Control and the Implied Duality Gap |
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License | In Copyright (Rights Reserved) |
Work Type | Article |
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Publication Date | December 2021 |
Deposited | August 16, 2024 |
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