Lower estimates of densities of solutions of elliptic equations for measures (Q736006)

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scientific article; zbMATH DE number 5621450
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Lower estimates of densities of solutions of elliptic equations for measures
scientific article; zbMATH DE number 5621450

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    Lower estimates of densities of solutions of elliptic equations for measures (English)
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    26 October 2009
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    The authors discuss lower estimates of the decreasing rate at infinity of the density of a solution to elliptic equations with respect to the Borel measure on \(\mathbb R^d\) under certain integrability conditions. Moser's iteration technique is applied.
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    PDEs
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    elliptic equations
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    solution densities
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    rate at infinity
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    lower estimates
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    Borel measure
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    Harnack's inequality
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    Moser's iteration technique
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