In this paper we give some Fujita type results for strongly p-coercive quasi linear parabolic differential inequalities with both a diffusion term and a dissipative term, whose prototype is given by u_t -∆_p u ≥ a(x) u^q - b(x) u^m |D u | ^{s} in R^NxR^+, u≥0, u(x,0)=u_0(x)≥0 in R^N, where p>1, q > 0, 0≤ m
Fujita type results for parabolic inequalities with gradient terms
Roberta FILIPPUCCI;
2020
Abstract
In this paper we give some Fujita type results for strongly p-coercive quasi linear parabolic differential inequalities with both a diffusion term and a dissipative term, whose prototype is given by u_t -∆_p u ≥ a(x) u^q - b(x) u^m |D u | ^{s} in R^NxR^+, u≥0, u(x,0)=u_0(x)≥0 in R^N, where p>1, q > 0, 0≤ mFile in questo prodotto:
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