The inhomogeneous boundary Harnack principle for fully nonlinear and \(p\)-Laplace equations (Q2693545)
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scientific article; zbMATH DE number 7665928
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | The inhomogeneous boundary Harnack principle for fully nonlinear and \(p\)-Laplace equations |
scientific article; zbMATH DE number 7665928 |
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The inhomogeneous boundary Harnack principle for fully nonlinear and \(p\)-Laplace equations (English)
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21 March 2023
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Summary: We prove a boundary Harnack principle in Lipschitz domains with small constant for fully nonlinear and \(p\)-Laplace-type equations with a right-hand side, as well as for the Laplace equation on nontangentially accessible domains under extra conditions. The approach is completely new and gives a systematic approach for proving similar results for a variety of equations and geometries.
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nonlinear equations
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\(p\)-Laplace equations
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0.8449676
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0.7857716
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0.7776346
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0.7750049
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0.7676673
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0.7649498
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0.76484036
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