The destruction of the solution of the non-local equation with gradient non-linearity

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In this paper we continue our consideration of equations with gradient nonlinearities. In this paper, we consider initial-boundary value problem in a bounded domain with smooth boundary for non-local in time equation with gradient nonlinearity and prove the local solvability of the strong generalized sense, in addition, we obtain sufficient conditions for the destruction of a finite time and sufficient conditions for global in time solubility.

Nonlocal equation with gradient nonlinearity, sobolev type equations, the destruction of the solutions

Короткий адрес: https://sciup.org/147159186

IDR: 147159186

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