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Mixed Problem with an Integral Two-Space-Variables condition for a Third Order Parabolic Equation

机译:三阶抛物方程的两个空间积分为整数的混合问题

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This paper is concerned with the existence and uniqueness of a strong solution to a mixed problem which combine Dirichlet and integral two space variables conditions for a third order linear parabolic equation. The proof uses a functional analysis method presented, which it is based on an energy inequality and the density of the range of the operator generated by the problem.
机译:本文关注一个混合问题的强解的存在性和唯一性,该问题将Dirichlet和积分两个空间变量条件结合起来构成一个三阶线性抛物方程。该证明使用提出的功能分析方法,该方法基于能量不等式和问题所产生的算子范围的密度。

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