Abstarct of “Oscillation estimates relative to p-homogeneous forms and Kato measures data” We state pointwise estimates for the positive subsolutions of problems relative to p-homogeneous strongly local Riemannian Dirichlet forms and to a nonnegative Radon measures data. As a by-product we establish an oscillation estimate for the solutions relative to Kato measures data.
OSCILLATION ESTIMATES RELATIVE TO P-HOMOGENEOUS FORMS AND KATO MEASURES DATA / Biroli, M; Marchi, Silvana. - In: LE MATEMATICHE. - ISSN 0373-3505. - LXI - Fasc. II:(2006), pp. 335-361.
OSCILLATION ESTIMATES RELATIVE TO P-HOMOGENEOUS FORMS AND KATO MEASURES DATA
MARCHI, Silvana
2006-01-01
Abstract
Abstarct of “Oscillation estimates relative to p-homogeneous forms and Kato measures data” We state pointwise estimates for the positive subsolutions of problems relative to p-homogeneous strongly local Riemannian Dirichlet forms and to a nonnegative Radon measures data. As a by-product we establish an oscillation estimate for the solutions relative to Kato measures data.File in questo prodotto:
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