Showing papers in "Hiroshima Mathematical Journal in 1979"
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TL;DR: In this article, a Riesz potential for harmonic functions in a half space is defined, and the boundary values of harmonic functions p-« ( § 5) satisfying the R*f(feL) constraint are derived.
Abstract: In the paper [5], T. M. Flett introduced a space of temperatures (solutions of the heat equation) on a half space which is isomorphic to the Lipschitz space -4(α; p9 q) of M. H. Taibleson ([16]). As a consequence, many results concerning Λ(α; p, q) were proved; in particular, he showed that the topological dual of Λ(VL\ p, 1), l:gp
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