Several physical phenomena are modeled by conservation laws with fluxes or sources that are singular inthe origin. Here an integro-differential regularization of those problems is proposed. The existence of positive solutions with finite total variationis proved.

Conservation laws with singular nonlocal sources

COCLITE, Giuseppe Maria;COCLITE, Mario
2011

Abstract

Several physical phenomena are modeled by conservation laws with fluxes or sources that are singular inthe origin. Here an integro-differential regularization of those problems is proposed. The existence of positive solutions with finite total variationis proved.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11586/121324
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