SMS scnews item created by Martin Wechselberger at Fri 9 May 2008 1156
Type: Seminar
Distribution: World
Expiry: 14 May 2008
Calendar1: 14 May 2008 1405-1455
CalLoc1: Eastern Avenue Lecture Theatre
Auth: wm@p6283.pc.maths.usyd.edu.au

Applied Maths Seminar: Dancer -- Infinitely Many Bifurcations for Nonlinear Elliptic Equations with Rapidly Growing Nonlinearity

We discuss the proof that in suitable dimensions the branch of positive solutions
-Laplacian u = r exp u in D, u=0 on the boundary of D, has infinitely many bifurcation
points.  Here D is a smooth bounded domain.  We also discuss related equations.  This
equation occurs in catalysis and combustion.  


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