kms 대한수학회

This School is supported by EPSRC at the University of Warwick within the MASDOC programme.

This School is devoted to the mathematical modeling and analysis of various types of materials like solitons, inelastic solids, and more.

The main weight is put on the foundations and description of methods and results from applied analysis that are used to describe these materials and their physical properties, which are essentially several types of partial differential equations. Phenomena like damages, viscosity, phase separation, waves and more are discussed. Mathematical topics covered comprise gradient flows, (stochastic) homogenisation, variational inequalities and much more. The speakers are well-known mathematicians working in applied fields.

Speakers include:

   Uwe Bandelow

   Basic equations of classical soliton theory: solutions and

   applications

   Dietmar Hömberg

   Optimal control and shape design problems in thermomechanics

   Dorothee Knees

   Evolutionary variational inequalities in the context of

   inelastic solids

   Claude Le Bris

   Nonperiodic homogenization of elliptic equations: stochastic and

   deterministic approaches

   Alexander Mielke

   Multiscale modeling and evolutionary Gamma-convergence for

   gradient flows

   Christoph Ortner

   Atomistic/Continuum Multiscale Methods

   Mark A. Peletier

   Stochastic origins of energies and gradient flows: a modelling

   guide

Please direct scientific questions about the school to Wolfgang König (koenig@wias-berlin.de).

The School is primarily aimed at graduate students, but also to postdocs, working in applied analysis or physics with strong mathematical flavour.

The application deadline is Monday, June 30. The application should include a short letter of motivation and a short curriculum vitae.

         REGISTRATION: http://www.math-berlin.de/academics/summer-schools

Funding is available for graduate students (preferred) and postdocs.

         SUBMISSION DEADLINE: Monday, 30 June.

Applications for funding have to include

- letter of motivation

- curriculum vitae

- budget plan for travel costs

Each text preferably no longer than one page.

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