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357. Some New Henig-type Existence and Density Results in Non-Convex Vector Optimization Problems
Invited abstract in session TB-42: Variational Methods in Vector Optimization, stream Variational Analysis and Continuous Optimization.
Tuesday, 10:30-12:00Room: 98 (building: 306)
Authors (first author is the speaker)
| 1. | Miguel Angel Melguizo Padial
|
| Mathematics, University of Alicante | |
| 2. | Fernando García Castaño
|
| Mathematics, University of Alicante |
Abstract
In this talk we present sufficient conditions for a set and the ordering cone of a space to ensure the density of the set of Henig proper efficient points in the efficient line. Our results are stablished in the context of arbitrary normed spaces and are free of convexity assumptions. We extend some previous results established under more restrictive conditions.
Keywords
- Continuous Optimization
- Non-smooth Optimization
- Global Optimization
Status: accepted
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