EUDML | Fractional integration on the space $H^{1}$ and its dual

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Displaying similar documents to “Fractional integration on the space $H^{1}$ and its dual”

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Calixto Calderón (1975)

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J. Bourgain (1983)

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( $L_{p}$ , $L_{q}$ ) mapping properties of convolution transforms

G. Sampson, A. Naparstek, V. Drobot (1976)

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Linear operators and operational calculus, Part II

Harris Shultz (1972)

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T. Figiel (1973)

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On molecules and fractional integrals on spaces of homogeneous type with finite measure

A. Gatto, Stephen Vági (1992)

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In this paper we prove the continuity of fractional integrals acting on nonhomogeneous function spaces defined on spaces of homogeneous type with finite measure. A definition of the molecules which are used in the $H^{p}$ theory is given. Results are proved for $L^{p}$ , $H^{p}$ , BMO, and Lipschitz spaces.

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Stefan Samko (1995)

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Tord Sjödin (1982)

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