Hilbert integrals on Siegel domains of type II |
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Authors: | Sun Limin |
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Affiliation: | (1) Hangzhou University, China |
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Abstract: | The Šilov boundary of a Siegel domain of type II is equivalent to a 2-step nilpotent Lie group. In this paper, we mainly study the Lp-boundness of the Hilbert integrals on Siegel domains of type II by using F. Ricci and E.M. Stein's result about singular integrals on Lie groups[1]. This is the generalization of part of the work done by P.H.Phong and E.M.Stein in [2] |
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