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Currently displaying 1 – 2 of 2

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Existence for elliptic equations in $L^{1}$ having lower order terms with natural growth.

Porretta, A. — 2000

Portugaliae Mathematica

Absorption effects for some elliptic equations with singularities

A. Porretta — 2005

Bollettino dell'Unione Matematica Italiana

We give an expository review of recent results obtained for elliptic equations having natural growth terms of absorption type and singular data. As a new result, we provide an application to the case of lower order terms of subcritical growth, proving a general solvability result with measure data for a class of equations modeled on (1.6).

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