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First-Order Differential-Operator Equation with Variable Domains of Piecewise Smooth Operators

机译:具有分段光滑算子变量域的一阶微分算子方程

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摘要

We prove the existence, uniqueness, and smoothness of weak solutions of a firstorder differential-operator equation with variable domains of nonself-adjoint piecewise smooth operators for which one has the corresponding majorant operators. We analyze the wellposedness and smoothness of weak solutions of three new mixed problems with piecewise smooth (in time) coefficients in the equations of finite and infinite order and in the boundary conditions.
机译:我们证明了具有非自伴分段光滑算子的可变域的一阶微分算子方程的弱解的存在性,唯一性和光滑性,其中一个具有相应的主要算子。我们在有限和无限阶方程和边界条件下,分析了具有分段平滑(时间)系数的三个新混合问题的弱解的适定性和光滑性。

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