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2007•Journal of Sichuan UniversityRequires access

The blowing-up behavior of the solution for a kind of initial-bundary value problem of parabolic type

Ning Chen

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Abstract

The paper is concerned with the blowing-up behavior of the solution for quasi-linear parabolic equation with the third type non-linear boundary condition and it is proved that the solution blows up in a finite time T0.

About this research paper

What this paper is about

The paper is concerned with the blowing-up behavior of the solution for quasi-linear parabolic equation with the third type non-linear boundary condition and it is proved that the solution blows up in a finite time T0.

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Available abstract

The paper is concerned with the blowing-up behavior of the solution for quasi-linear parabolic equation with the third type non-linear boundary condition and it is proved that the solution blows up in a finite time T0.

Key concepts: Blowing up, Mathematics, Type (biology), Mathematical analysis, Boundary value problem, Value (mathematics), Initial value problem, Applied mathematics

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The blowing-up behavior of the solution for a kind of initial-bundary value problem of parabolic type — Research Paper | ScholarLens