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Singular elliptic problems in general domains

Ida de Bonis

APPLICABLE ANALYSIS（2023）

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Abstract
In this paper, we prove the existence of solutions to nonlinear elliptic equations, which present first-order terms with natural growth with respect to the gradient and lower order terms singular in the variable that represents the solution. The problems are considered on a domain omega, which may have infinite Lebesgue measure.
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Key words
Nonlinear elliptic equations,singular lower order terms,unbounded domain,existence
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