首页|Quenching Phenomenon of Solutions for Parabolic Equations with Singular Absorption on Graphs
Quenching Phenomenon of Solutions for Parabolic Equations with Singular Absorption on Graphs
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In this paper,we study the quenching phenomenon of solutions for parabolic equations with singular absorption under the mixed boundary conditions on graphs.Firstly,we prove the local existence of solutions via Schauder fixed point theorem.Then,under certain conditions we obtain the estimates of quenching time and quench-ing rate.Finally,numerical experiments are shown to explain the theoretical results.