Research Activities > Programs >
Incompressible Flows 2006>
Russel Caflisch
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CSIC Building (#406),
Seminar Room 4122.
Directions: home.cscamm.umd.edu/directions
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Unfolding Singularities in the Incompressible Euler Equations
Russel Caflisch
Department of Mathematics, University of California, Los Angeles
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Abstract: This
talk will describe analysis of singularities in the
complex plane for the incompressible Euler
equations. For singularities of special type, we are
able to unfold the singularities; i.e., we find a
transformation of the variables so that the
resulting equations are nonsingular. Possible
application to the problem of formation of real
singularities is discussed.
[LECTURE SLIDES]
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