12087973_10153260869634702_3472535436815260092_o.jpg_thumb90

Cristopher Adrián Hermosilla Jiménez

Profesor Auxiliar

Universidad Técnica Federico Santa María

Valparaíso, Chile

Líneas de Investigación


Control óptimo; Análisis convexo; Cálculo de Variaciones

Educación

  •  Doctorat en Mathématiques Appliquées, ECOLE NATIONALE SUPERIEURE DE TECHNIQUES AVANCEES. Francia, 2015
  •  Licenciatura en ciencias de la Ingeniería, Mención Matemáticas, UNIVERSIDAD DE CHILE. Chile, 2010
  •  Ingeniero Civil Matemático, UNIVERSIDAD DE CHILE. Chile, 2011

Experiencia Académica

  •   Postdoctoral researcher Full Time

    LOUISIANA STATE UNIVERSITY AND AGRICULTURAL AND MECHANICAL COLLEGE

    Baton Rouge, Estados Unidos

    2015 - 2017

  •   Profesor Auxiliar Full Time

    UNIVERSIDAD TECNICA FEDERICO SANTA MARIA

    Valparaíso, Chile

    2017 - 2023

  •   Profesor Asociado Full Time

    UNIVERSIDAD TECNICA FEDERICO SANTA MARIA

    Chile

    2023 - At present

Experiencia Profesional

  •   Postdoctoral researcher Full Time

    Louisiana State University

    Estados Unidos

    2015 - 2017

  •   Young researcher

    INRIA Saclay

    Francia

    2011 - 2015

  •   Analista junior mesa de dinero

    Banco BCI

    Chile

    2011 - 2011


 

Article (19)

Relationship Between the Maximum Principle and Dynamic Programming for Minimax Problems
OPTIMAL CONTROL OF THE SWEEPING PROCESS WITH A NONSMOOTH MOVING SET
Optimality Conditions for Linear-Convex Optimal Control Problems with Mixed Constraints
On the set of robust sustainable thresholds
On the construction of nearly time optimal continuous feedback laws around switching manifolds***
A CHARACTERISTIC METHOD FOR FULLY CONVEX BOLZA PROBLEMS OVER ARCS OF BOUNDED VARIATION
An Algorithm for Maximizing the Biogas Production in a Chemostat
Optimality conditions for the continuous model of the final open pit problem
Pareto Fronts of the Set of Sustainable Thresholds for Constrained Control Systems
The viability kernel of dynamical systems with mixed constraints: A level-set approach
The Mayer and Minimum Time Problems with Stratified State Constraints
Constrained and impulsive Linear Quadratic control problems
Discontinuous solutions of Hamilton-Jacobi equations on networks
Hamilton-Jacobi-Bellman equations
Hamilton-Jacobi-Bellman equations for optimal control processes with convex state constraints
Legendre transform and applications to finite and infinite optimization
Infinite horizon problems on stratifiable state-constraints sets
STRATIFIED DISCONTINUOUS DIFFERENTIAL EQUATIONS AND SUFFICIENT CONDITIONS FOR ROBUSTNESS
Self-dual approximations to fully convex impulsive systems

Proyecto (6)

Convexity and Duality in Optimal Control
State constrained optimal control of nonsmooth dynamical systems
MOVECO => Modeling, Optimization and Viability for Epidemics Control
Estudio de problemas de Control Óptimo gobernados por Procesos de Arrastre=> Teoría y Aplicaciones
Study of stratified optimal control problems via level-sets approach=> theory and applications
Sensitivity analysis for deterministic control design - SADCO
17
Cristopher Hermosilla

Profesor Auxiliar

Departamento de Matemática

Universidad Técnica Federico Santa María

Valparaíso, Chile

2
Pedro Gajardo

ASSOCIATE PROFESSOR

DEPARTAMENTO DE MATEMATICA

UNIVERSIDAD TECNICA FEDERICO SANTA MARIA

Valparaiso, Chile

1
Emilio Molina

Estudiante de doctorado

Universidad de Chile / Sorbonne Université

Paris, Francia