Global and Blow-up Solutions to a $p$-Laplace Equation with Nonlocal Source and Nonlocal Boundary Condition

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Abstract

This paper deals with an evolution $p$-Laplace equation with nonlocal source subject to weighted nonlocal Dirichlet boundary conditions. We give sufficient conditions for the existence of global and non-global solutions.

Keywords:

nonlocal boundary condition evolution $p$-Laplace nonlocal source blow-up.
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Global and Blow-up Solutions to a $p$-Laplace Equation with Nonlocal Source and Nonlocal Boundary Condition. (2021). Communications in Mathematical Research, 26(3), 280-288. https://www.global-sci.com/index.php/cmr/article/view/8665