Azroul Elhoussine, Barbara Abdelkrim, Rami El Houcine
We prove the existence of weak solution u for the nonlinear parabolic systems:
which is a Dirichlet Problem. In this system, v belongs to , f and g satisfy some standards continuity and growth conditions. We prove existence of a weak solution of different variants of this system under classical regularity for some growth and coercivity for ? but with only very mild monotonicity assumptions.
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