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Existence Theorem for One Class of Strongly Resonance Boundary-Value Problems of Elliptic Type with Discontinuous Nonlinearities

机译:一类具有间断非线性的椭圆型强共振边值问题的存在性定理

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摘要

We consider the Dirichlet problem for an equation of the elliptic type with a nonlinearity discontinuous with respect to the phase variable in the resonance case; it is not required that the nonlinearity satisfy the Landesman-Lazer condition. Using the regularization of the original equation, we establish the existence of a generalized solution of the problem indicated.
机译:我们考虑在共振情况下对于相位变量而言非线性不连续的椭圆型方程的Dirichlet问题。不需要非线性满足Landesman-Lazer条件。使用原始方程的正则化,我们建立了所指出问题的广义解的存在。

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