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February 22-26, 2010
Description:
The mathematical and numerical analysis of
incompressible flows is of paramount importance for
understanding
basic nonlinear phenomena in science and engineering. The
subject
contains some of the most challenging nonlinear partial
differential
equations of mathematical physics, posing problems for both
analysis
and computation. This workshop will address modern developments
in the
core analytical issues of existence and uniqueness of smooth
solutions,
as well as of weak solutions and statistical solutions.
Additional topics
will include geophysical flows, analysis of complex fluid
models, free
surface problems, vanishing viscosity limits, and numerical
methods for
scientific computation of complex flows.
Schedule not yet available.
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