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2009•Unpublished venueRequires access

The Problem on the Non-local Boundary Value about the Mixed Parabolic-Inverse Parabolic Equation with Characteristic

Xinjiang Normal

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Abstract

This paper presents a class of the mixed linear non-homogeneous parabolic-inverse parabolic equation with characteristic and the initial value problem on the non-local boundary value condition.The uniqueness of the solution is proved by the extreme principle.

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What this paper is about

This paper presents a class of the mixed linear non-homogeneous parabolic-inverse parabolic equation with characteristic and the initial value problem on the non-local boundary value condition.The uniqueness of the solution is proved by the extreme principle.

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Available abstract

This paper presents a class of the mixed linear non-homogeneous parabolic-inverse parabolic equation with characteristic and the initial value problem on the non-local boundary value condition.The uniqueness of the solution is proved by the extreme principle.

Key concepts: Parabolic partial differential equation, Mathematics, Uniqueness, Mathematical analysis, Boundary value problem, Parabolic cylinder function, Inverse problem, Inverse

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