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Structure of the solutions to some nonlinear diffusion equations.
Optimization| Speaker: | Allan Edelson, Mathematics, UC Davis |
| Location: | 202 Wellman |
| Start time: | Fri, Oct 6 2000, 4:10PM |
Description
We show that nonlinear equations derived from the porous
medium equation have structures similar to the classical Matukuma
equation. An identity related to the Pohozaev identity is seen to be
useful in studying the radial solutions in $Rn$.