International Conference on Scientific Computing 30 Mar 2020 - 02 Apr 2020
30 Mar 2020 - 02 Apr 2020
Universidad Nacional de San Antonio Abad del Cusco, Peru

The objective of this conference is to bring together Peruvian and international researchers working in the area of Scientific Computing, in particular in the fields Modelling, Simulation and Optimisation with Differential Equations. A focus will lie on topics that are of particular interest for researchers in South America. The scientific part will be complemented by an attractive social program.

Topics of Interest:

  • Modeling, Simulation and Optimisation
  • Computational Fluid Dynamics
  • Subsurface Flows
  • Mathematical Epidemiology
  • Climate and Environmental Topics
  • Finite Elements

Invited Speakers:

  • Soledad Aronna (FGV Rio, Brazil)
  • Roland Becker (Univ. Pau, France)
  • Erik Burman (UCL - London, UK)
  • Juan C. De los Reyes (Quito, Ecuador)
  • Omar Ghattas (University of Texas at Austin, USA)
  • Andreas Griewank (HU Berlin, Ecuador)
  • Roxana Lopez-Cruz (UNMSM, ULIMA Lima, Peru)
  • Insa Neuweiler (Univ. Hannover, Germany)
  • Karen Willcox (University of Texas at Austin, USA)

The conference fee will be 200 USD (reduced fee of S./ 150 for Peruvian participants). Registration will be opened soon.

Summer School
Spring School on the Introduction on Numerical Modelling of Differential Equations 23 Oct 2019 - 31 Oct 2019
23 Oct 2019 - 31 Oct 2019
Universidad Nacional Agraria La Molina, Lima, Peru
This block course is devoted to an introduction to numerical modeling with a focus on computational modeling of differential equations. The aim is to give a flavor of scientific computing; namely mathematical modeling of physical and technical processes, development and analysis of numerical algorithms, and their implementation on a computer. The pre-course in the first week gives an introduction to Scientific Computing in general and to scientific programming in C++. In the second week numerical methods for ordinary and partial differential equations are introduced. All classes are supplemented with practical exercises to substantiate the theoretical and algorithmic advancements