Optimización

Coordinador: Rubén López – rlopezm@academicos.uta.cl – UTA

 

 

Relationship between the asymptotic behaviour of the continuous and discrete trajectories governed by monotone operator with a certain structure.

Andrés Contreras Tavárez

Universidad de Chile

 

Quasiconvex optimization under zero-scale asymptotic analysis.

Fabián Flores Bazán

Universidad de Concepción

 

Non-convex sweeping processes involving maximal monotone operators.

Le Ba Khiet

University of O’Higgins

 

 Asymptotic analysis in set optimization.

Rubén López Montoya

Universidad de Tarapaca

 

 Discrete Approximations of Optimal Control Problems Governed by Quasistatic Evolution Variational Inequalities.

Nguyen Dinh Hoang

Universidad de Concepción

 

Condiciones de optimalidad para problemas multiobjectivos irregulares.

Marko Rojas Medar

Universidad de Tarapacá

 

 Eficiencia en Optimización Vectorial casi convexa.

Cristian Vera Donoso

Universidad Arturo Prat

 

Duality in non-regular optimal control problems.

Violeta Vivanco Orellana

Universidad Católica de la Santísima Concepción

 

Condiciones de Optimalidad para problemas Fuzzy. 

Iván Aguirre Cipe

Universidad de Tarapacá

 

On differentiability to interval-valued functions of several variables and applications to interval optimization problems.

Yurilev Chalco Cano

Universidad de Tarapacá