Abstract:
In the industrial world, it is important to optimize several objectives such as cost, quality, safety and environmental impact. A multi-objective optimization problem is an optimization problem for such several objective functions. In this talk, we give a topological property of the set of optimal solutions of a strongly convex problem of class C^1. Moreover, we also introduce an application of Singularity Theory to the problem.
This talk is based on joint work mainly with Naoki Hamada.
* This seminar is combined with Topology Seminar.
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IMI(Institute of Mathematics for Industry)
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Strongly convex multi-objective optimization problems and Singularity Theory
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Hold Date | 2019-05-17 14:55～2019-05-17 15:55 |
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Place | Lecture Room L W1-D-313, West Zone 1, Ito campus, Kyushu University |
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Speaker | Shunsuke ICHIKI (Kyushu University) |
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