The existence of solutions to lower semi-continuous, closed-valued differential inclusions with p-Laplacian is investigated under various growth conditions. Proofs exploit the Bressan-Colombo-Fryszkowski Continuous Selection Theorem and fixed point arguments.

Lower semi-continuous differential inclusions with p-Laplacian

MARANO, Salvatore Angelo;MOSCONI, SUNRA JOHANNES NIKOLAJ
2013

Abstract

The existence of solutions to lower semi-continuous, closed-valued differential inclusions with p-Laplacian is investigated under various growth conditions. Proofs exploit the Bressan-Colombo-Fryszkowski Continuous Selection Theorem and fixed point arguments.
p-Laplacian; differential inclusion; lower semi-continuous multifunction
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/20.500.11769/14268
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