Strongly elliptic differential operators with (possibly) unbounded lower order coefficients are shown to generate C_0-semigroups on L^p(R^N), 1<p<+\infty. An explicit characterization of the domain is given

G. Cupini, S. Fornaro (2004). Maximal regularity in L^p(R^N) for a class of elliptic operators with unbounded coefficients. DIFFERENTIAL AND INTEGRAL EQUATIONS, 17, 259-296.

Maximal regularity in L^p(R^N) for a class of elliptic operators with unbounded coefficients

CUPINI, GIOVANNI;
2004

Abstract

Strongly elliptic differential operators with (possibly) unbounded lower order coefficients are shown to generate C_0-semigroups on L^p(R^N), 1
2004
G. Cupini, S. Fornaro (2004). Maximal regularity in L^p(R^N) for a class of elliptic operators with unbounded coefficients. DIFFERENTIAL AND INTEGRAL EQUATIONS, 17, 259-296.
G. Cupini; S. Fornaro
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11585/64819
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