Man

Cristian Alejandro Vera Donoso

Líneas de Investigación


Vector optimization, convex analysis, and generalized convexity

Educación

  •  Matemáticas Aplicadas, UNIVERSIDAD DE CONCEPCION. Chile, 2006
  •  Matemáticas, UNIVERSIDAD CATOLICA DEL NORTE. Chile, 2001
  •  Matemáticas, UNIVERSIDAD DE SANTIAGO DE CHILE. Chile, 1998

Experiencia Académica

  •   Profesor adjunto Full Time

    UNIVERSIDAD CATOLICA DE LA SANTISIMA CONCEPCION

    Ingeniería

    Concepción, Chile

    2005 - 2014

  •   Profesor Asociado Full Time

    UNIVERSIDAD ARTURO PRAT

    Ciencias

    Iquique, Chile

    2014 - At present


 

Article (9)

VECTOR ASYMPTOTIC FUNCTIONS AND THEIR APPLICATION TO MULTIOBJECTIVE OPTIMIZATION PROBLEMS\ast
Efficiency in quasiconvex multiobjective nondifferentiable optimization on the real line
Proper or Weak Efficiency via Saddle Point Conditions in Cone-Constrained Nonconvex Vector Optimization Problems
Maximizing and minimizing quasiconvex functions: related properties, existence and optimality conditions via radial epiderivatives
A complete characterization of strong duality in nonconvex optimization with a single constraint
Weak efficiency in multiobjective quasiconvex optimization on the real-line without derivatives
On the set of weakly efficient minimizers for convex multiobjective programming
An optimal alternative theorem and applications to mathematical programming
Characterization of the nonemptiness and compactness of solution sets in convex and nonconvex vector optimization

BookSection (1)

Gordan-type alternative theorems and vector optimization
11
Fabián Flores

Full Professor

Department of Mathematical Engineering

UNIVERSIDAD DE CONCEPCIÓN, DEPTO. INGENIERÍA MATEMÁTICA

Concepción, Chile

2
Rubén López

UNIVERSIDAD CATÓLICA DE LA SANTÍSIMA CONCEPCIÓN

Concepción, Chile