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Nonlocal problem for complete second-order hyperbolic operator-differential equations with variable domains

机译:具有可变域的完整二阶双曲算子-微分方程的非局部问题

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摘要

We prove the well-posed solvability (in the strong sense) of complete second-order hyperbolic operator-differential equations with variable domains of unbounded operator coefficients under nonlocal initial conditions. We are the first to establish the well-posed solvability of the mixed problem for the complete string vibration equation with nonstationary boundary conditions and nonlocal initial conditions.
机译:我们证明了在非局部初始条件下具有无界算子系数的可变域的完整二阶双曲算子-微分方程的适定可解性(在强烈意义上)。我们是第一个为具有非平稳边界条件和非局部初始条件的完整弦振动方程建立混合问题的良好可解性。

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