Man

Juan Peypouquet Urbaneja

Associate Professor

UNIVERSIDAD DE CHILE

Santiago, Chile

Líneas de Investigación


Optimization; Analysis; Non-smooths analysis; Variational inequalities; Optimal control; Dynamical Systems

Educación

  •  Engineering Sciences, UNIVERSIDAD DE CHILE. Chile, 2007
  •  Applied Mathematics, UNIVERSITE PIERRE ET MARIE CURIE-PARIS VI. Francia, 2008

Experiencia Académica

  •   Associate Professor Full Time

    UNIVERSIDAD TECNICA FEDERICO SANTA MARIA

    Santiago, Chile

    2008 - 2018

  •   Associate Professor Full Time

    UNIVERSIDAD DE CHILE

    Chile

    2018 - A la fecha

  •   Full Professor Full Time

    UNIVERSITEIT GRONINGEN

    Chile

    2021 - A la fecha

Experiencia Profesional

  •   Researcher Part Time

    IVIC

    Venezuela

    2002 - 2003

Formación de Capital Humano


*Juan José Maulén, PhD in Engineering Science, UCh
*Rodrigo Maulén, MSc in Engineering Science, UCh
*Rolando Rogers, MSc in Engineering Science, UCh
*Joel FIerro, MSc in Engineering Science, UCh
*Jorge Sepúlveda, MSc in Engineering Science, UCh
Rodrigo Bravo, Mathematical Engineering, UCh
Andrés Contreras, PhD in Engineering Science, UCh
Francisco Benavides, MSc in Mathematics, UTFSM
Rubén Astudillo, MSc in Mathematics, UTFSM
Cesare Molinari, PhD in Mathematics, UTFSM
Fernando Roldán, Mathematical Engineering, UTFSM
Guillaume Garrigos, PhD in Mathematics, UTFSM & Université Montpellier II (codirected with Prof. Hédy Attouch).
Cesare Molinari, MSc in Mathematical Engineering, Politecnico di Milano, 2014 (codirected with Prof. Sandro Salsa).
Enrique Jélvez, Mathematical Engineer, UTFSM, 2012 (codirected with Dr. Nelson Morales).
Omar Risco, Mathematical Engineer and MSc in Mathematics, UTFSM, 2011 (codirected with Prof. Pedro Gajardo).

* En curso



 

Article (29)

Backward-forward algorithms for structured monotone inclusions in Hilbert spaces
Backward–forward algorithms for structured monotone inclusions in Hilbert spaces
Convergence of inertial dynamics and proximal algorithms governed by maximally monotone operators
Fast convergence of inertial dynamics and algorithms with asymptotic vanishing viscosity
Lagrangian Penalization Scheme with Parallel Forward-Backward Splitting
From error bounds to the complexity of first-order descent methods for convex functions
Optimal control of parabolic equations by spectral decomposition
Aggregation heuristic for the open-pit block scheduling problem
Existence, stability and optimality for optimal control problems governed by maximal monotone operators
Fast convergence of inertial dynamics and algorithms with asymptotic vanishing viscosity
Fast convex optimization via inertial dynamics with Hessian driven damping
Monotonicity beyond Minty and Kato on locally convex spaces
Splitting forward-backward penalty scheme for constrained variational problems
Splitting Forward-Backward Penalty Scheme for Constrained Variational Problems
THE RATE OF CONVERGENCE OF NESTEROV'S ACCELERATED FORWARD-BACKWARD METHOD IS ACTUALLY FASTER THAN 1/k(2)
Splitting Methods with Variable Metric for Kurdyka-Aojasiewicz Functions and General Convergence Rates
A DYNAMICAL APPROACH TO AN INERTIAL FORWARD-BACKWARD ALGORITHM FOR CONVEX MINIMIZATION
Forward-Backward Penalty Scheme for Constrained Convex Minimization Without Inf-Compactness
Coupling the Gradient Method with a General Exterior Penalization Scheme for Convex Minimization
Lagrangian-Penalization Algorithm for Constrained Optimization and Variational Inequalities
A unified approach to the asymptotic almost-equivalence of evolution systems without Lipschitz conditions
Alternating proximal algorithms for linearly constrained variational inequalities: Application to domain decomposition for PDE's
COUPLING FORWARD-BACKWARD WITH PENALTY SCHEMES AND PARALLEL SPLITTING FOR CONSTRAINED VARIATIONAL INEQUALITIES
PROX-PENALIZATION AND SPLITTING METHODS FOR CONSTRAINED VARIATIONAL PROBLEMS
Asymptotic almost-equivalence of Lipschitz evolution systems in Banach spaces
Evolution Equations for Maximal Monotone Operators: Asymptotic Analysis in Continuous and Discrete Time
Asymptotic Convergence to the Optimal Value of Diagonal Proximal Iterations in Convex Minimization
ASYMPTOTIC EQUIVALENCE AND KOBAYASHI-TYPE ESTIMATES FOR NONAUTONOMOUS MONOTONE OPERATORS IN BANACH SPACES
Strong asymptotic convergence of evolution equations governed by maximal monotone operators with Tikhonov regularization

BookWhole (2)

Convex optimization in normed spaces: Theory, methods and examples
Optimización y sistemas dinámicos

Proyecto (29)

Dynamics, optimization and geometry: theory and numerics
ECOS-CONICYT=> Dynamics, optimization and geometry=> theory and numerics
Center for Mathematical Modeling
Dynamical approach to optimization problems and variational inequalities
Information and Coordination in Networks
AM2V-MODEMAT network on optimization and control
AM2V-MODEMAT network on optimization and control
Dynamical systems and algorithms for nonsmooth and nonconvex optimization problems
Dynamical systems and algorithms for optimization and equilibrium problems involving nonsmooth and nonconvex functions
DYNAMICAL SYSTEMS AND ALGORITHMS FOR OPTIMIZATION AND EQUILIBRIUM PROBLEMS INVOLVING NONSMOOTH AND NONCONVEX FUNCTIONS
Dynamical systems and algorithms for optimization and equilibrium problems involving nonsmooth and nonconvex functions.
ECOS-CONICYT=> Dynamical systems and algorithms for nonsmooth and nonconvex optimization problems
Sparse Optimal Control of Differential Equations: Algorithms and Applications
Sparse Optimal Control of Differential Equations=> Algorithms and Applications
Proyecto Interno DGIP
Analysis of control problems and applications
Analysis of Control Problems and Applications
Global Dynamics and Bifurcations: Insight into Theory and Applications
GLOBAL DYNAMICS AND BIFURCATIONS=> INSIGHT INTO THEORY AND APPLICATIONS
Information and coordination in networks
Information and coordination in networks
Optimization and viability in mining
Optimization and Viability in Mining
Proyecto Interno DGIP
ASYMPTOTIC ANALYSIS OF PERTURBED DYNAMICAL SYSTEMS AND APPLICATIONS.
Asymptotic analysis of perturbed dynamical systems and applications
Proyecto Interno DGIP
CMM Universidad de Chile
Proyecto Interno DGIP
38
Juan Peypouquet

Associate Professor

UNIVERSIDAD DE CHILE

Santiago, Chile

3
Felipe Alvarez

Deputy Dean

UNIVERSIDAD DE CHILE. FACULTAD DE CIENCIAS FÍSICAS Y MATEMÁTICAS, DEPARTAMENTO DE INGENIERÍA MATEMÁTICA

Santiago, Chile

2
Roberto Cominetti

Full Professor

UNIVERSIDAD ADOLFO IBÁÑEZ

Santiago, Chile

1
NELSON MORALES

Investigador Asociado

Universidad de Chile

Santiago, Chile

1
Pedro Gajardo

ASSOCIATE PROFESSOR

DEPARTAMENTO DE MATEMATICA

UNIVERSIDAD TECNICA FEDERICO SANTA MARIA

Valparaiso, Chile

1
Enrique Jélvez

Researcher

Faculty of Physical and Mathematical Sciences

Universidad de Chile

Santiago, Chile

1
Pierre Nancel-Penard

Investigador

Universidad de Chile

Santiago, Chile

1
Luis Briceño

Associate Professor

Mathematics

Universidad Técnica Federico Santa María

Santiago, Chile