6 may 2011 - 7 may 2011   [open in google calendar]

MULTISCALE METHODS AND QUALITATIVE PROPERTIES FOR DIFFERENTIAL OPERATORS

Multiscale modeling is an important direction in the modern applied mathematics. It is essentially based on the functional analysis methods in partial differential equations. The regularity of solutions plays an important role in the justification of asymptotic and numerical multiscale methods.

Vasily V. Zhikov has an important role in contributing to these topics.

The goal of the conference is to discuss the new trends in the development of the multiscale methods in applied mathematics and the qualitative properties of solutions.