Miembros


Universidades socias peruanas
Carlos Estuardo Vera Gutiérrez Pontificia Universidad Catolica del Peru
Contacto:

Av. Universitaria 1801
San Miguel, Lima

teléfono:
teléfono:
e-mail:

sitio web

Descripción:
Dandy Rueda Castillo Universidad Nacional Agraria La Molina
Contacto:

Av. La Molina
La Molina, Lima

teléfono:
teléfono:
e-mail: drc@lamolina.edu.pe

sitio web

Descripción:
Aldo Alcides Mendoza Uribe Universidad Nacional Agraria La Molina
Contacto:

Av. La Molina
La Molina, Lima

teléfono:
teléfono:
e-mail:

sitio web

Descripción:

Mg. Matemáticas Mendoza Uribe is director of the department for mathematics at the Universidad Nacional Agraria La Molina.

Obidio Rubio Mercedes Universidad Nacional de Trujillo
Contacto:

Av. Juan Pablo II
Trujillo 13011

teléfono:
teléfono:
e-mail:

sitio web

Descripción:

Profesor Principal de la Universidad Nacional de Trujillo Doctor en Matemática (UFRGS-Brasil), Doctor en Ingeniería Mecánica (UFRGS-Brasil), Miembro Titular de la Academia Nacional de Ciencia y Tecnología- ANCYT, Presidente de la Sociedad Peruana de Matemática Aplicada y Computacional - SPMAC

Areas de investigación:

  • Ecuaciones Diferenciales Parciales y sistemas estocásticos
  • Métodos numéricos
  • Modelación en Dinámica de Fluidos Computacional y Geofísica

Julio César Peralta Castañeda Universidad Nacional de Trujillo
Contacto:

Av. Juan Pablo II
Trujillo 13011

teléfono:
teléfono:
e-mail:

sitio web

Descripción:

Profesor Asociado de la Universidad Nacional de Trujillo

My main research field is the Underground water and the topics related of this subject, such as: SIGns, Optimization, Hydrogeology, Geologic, and so on. Also I worked in location planning, clustering algorithms, flow in porous media and actually I am working with satellite images applied to detect bodies waters and geolocalization.


Universidades socias alemanas
Ira Neitzel University of Bonn
Contacto:

Endenicher Allee 19b
53115 Bonn

teléfono: +49 228 73-69837
teléfono:
e-mail: neitzel@ins.uni-bonn.de

Website

Descripción:

Ira Neitzel is professor for numerical mathematics and optimization at the University of Bonn

Research Interests

  • Optimization with partial differential equations
  • Numerical analysis of PDE-constrained optimal control problems
  • Regularization approaches for nonsmooth optimal control problems

Malte Braack Christian-Albrechts-Universität zu Kiel
Contacto:

Westring 383
24098 Kiel

teléfono: +49 431 880 - 7509
teléfono: +49 431 880 - 7466
e-mail: braack@math.uni-kiel.de

Website

Descripción:
Sandra May Technical University of Munich
Contacto:

Boltzmannstrasse 3
85748 Garching bei München

teléfono: +49 89 289 17040
teléfono:
e-mail: sandra.may@ma.tum.de

Website

Descripción:

Research Interests

  • Computational Fluid Dynamics
  • Hyperbolic Conservation Laws
  • Numerical Analysis
  • Finite Volumes, discontinuous Galerkin Methods and Finite Element Methods
  • Scientific Computing and High Performance Computing
  • Optimal Control

Thomas Wick Leibniz University of Hannover
Contacto:

Welfengarten 1
30167 Hannover

teléfono: +49 511 762 3360
teléfono:
e-mail: wick@ifam.uni-hannover.de

Website

Descripción:

Thomas Wick is professor for Scientific Computing at the Leibniz University of Hannover.

Research Interests

  • Multiphysics problems (fluid-structure interactions, reactive flows, porous media)
  • Variational phasefield-fracture modeling
  • Adaptive finite elements
  • Goal-oriented error estimation
  • Robust and efficient solvers
  • Optimization and variational inequalities

Peter Bastian Heidelberg University
Contacto:

Im Neuenheimer Feld 205
69120 Heidelberg

teléfono: +49 6221 54-14517
teléfono:
e-mail: peter.bastian@iwr.uni-heidelberg.de

Website

Descripción:

Peter Bastian is head of the Scientific Computing Group at the University of Heidelberg.

Research Interests

  • Numerical solution of partial differential equations (PDEs)
  • Software for Numerics of PDEs (I am one of the DUNE core developers)
  • High performance computing
  • Applications in energy and environment (flows in porous media)
  • Computational neuroscience
Katharina Schratz Karlsruhe Institute of Technology
Contacto:

Englerstr. 2
76131 Karlsruhe

teléfono: +49 721 608 47651
teléfono:
e-mail: Katharina.Schratz@kit.edu

Website

Descripción:
Stefan Frei University of Konstanz
Contacto:

Universitätsstrasse 10
78457 Konstanz

teléfono:
teléfono:
e-mail: stefan.frei@uni-konstanz.de

Website

Descripción:

Stefan Frei is a lecturer (Akademischer Rat) at the University of Konstanz. His research interests include the modelling, finite element discretisation and numerical analysis of complex flow and multiphysics problems, in particular interface problems, problems posed on moving domains, fluid-structure interactions and mechanical contact.

Peter Benner Max-Planck-Institut Magdeburg
Contacto:


teléfono: +49 391 6110 450
teléfono:
e-mail: benner@mpi-magdeburg.mpg.de

Website

Descripción:

Peter Benner is head of the division Computational Methods in Systems and Control Theory at the Max Planck Institute for Dynamics of Complex Technical Systems in Magdeburg.

Thomas Richter Otto-von-Guericke-Universität Magdeburg
Contacto:

Universitätsplatz 2
39106 Magdeburg

teléfono: +49 391 67-57162
teléfono: +49 391 67-11156
e-mail: thomas.richter@ovgu.de

Website

Descripción:

Thomas Richter works on finite element discretizations for multiphysics and multiscale problems. Applications include problems of fluid- and solid mechanics, fluid-structure interactions, reactive flows, modeling in biology, medicine and of the climate system.

Thomas Richter is the coordinator of the PeC3 project.

Sebastian Sager Otto-von-Guericke-Universität Magdeburg
Contacto:

Universitätsplatz 2
39106 Magdeburg

teléfono: +49 391 67-58745
teléfono: +49 391 67-41171
e-mail: sager@ovgu.de

Website

Descripción:

Sebastian Sager is head of the mathematical optimization group at the Otto-von-Guericke University in Magdeburg. The main focus of his group is on the application driven development of optimization methods, and their efficient implementation on computers guided by the believe in the potential of multi-disciplinary cooperation between partners with a profound disciplinary expertise and value the mutual benefit for both sides: novel, innovative approaches and insights in the application field by means of optimization; and a demand/feedback effect that stimulates the development of new methodologies in applied mathematics.