Abstract
Soit (M,g) une variete de Riemann C ∞ compacte orientable connexe a bord lisse ∂M. On considere l'equation de diffusion ∂u/∂t=Δu+f(u) dans (0,∞)×M, ∂u/∂v=0 sur [0,∞)×∂M et ses solutions d'equilibre
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Schedule a callMore From: Proceedings of the Japan Academy, Series A, Mathematical Sciences
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