Oscillation of Neutral Nonlinear Impulsive Parabolic Equations with Continuous Distributed Deviating Arguments

This paper investigated oscillatory properties of solutions for nonlinear parabolic partial differential equations with impulsive effects under two different boundary conditions, by using integral averaging method, variable substitution and functional differential inequalities, established a series of sufficient conditions. It solved a new problem to some extent. We provided two examples to illustrate the results. Keywords-oscillation; parabolic equation; impulsive; neutral type; continuous distributed deviating arguments