Mathematics Colloquia and Seminars
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Linear and nonlinear singular perturbations: Application to minimal surfaces.Optimization
|Speaker: ||Makram Hamouda, Universite Paris-Sud|
|Location: ||593 Kerr|
|Start time: ||Fri, Jan 25 2002, 3:10PM|
We start by describing boundary layer phenomena.
Next, we consider a linear example of boundary layers in the interior of a
domain. Finally, we will be interested in the regularised minimal surface
solution of which we give an explicit representation in the radially
axisymmetric case when the domain is a pair of concentric circles in R^2.