Copositive and Linear Conic Optimization Revisited via Linear Semi-Infinite Optimization.

Abstract:

In this talk we show existence, optimization and duality theorems for copositive and linear conic optimization problems. These results are obtained from the semi-infinite linear optimization theory, which has been previously updated in two articles in collaboration with Andrea Ridolfi and Virginia Vera de Serio.

 

 

Date: Apr 24, 2024 at 16:15:00 h
Venue: Sala de Seminario John Von Neumann, CMM, Beauchef 851, Torre Norte, Piso 7.
Speaker: Miguel Ángel Goberna
Affiliation: Universidad de Alicante, España
Coordinator: David Salas
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Posted on Apr 17, 2024 in Optimization and Equilibrium, Seminars