Laguerre calculus and its applications on the Heisenberg group : AMSIP volume 22

By: Berenstein, Carlos AContributor(s): Chang, Der-chen E | Tie, JingzhiMaterial type: Computer fileComputer fileSeries: AMS/IP Studies in Advanced Mathematics ; v. 22Publication details: Providence, RI : American Mathematical Society, 2001Description: 1 online resource (xii, 319 p. : ill.)ISBN: 9781470438128 (online)Subject(s): Calculus, Operational | Laguerre polynomials | Nilpotent Lie groupsLOC classification: QA432Online resources: Click here to access online
Contents:
The Laguerre calculus ; Estimates for powers of the sub-Laplacian ; Estimates for the spectrum projection operators of the sub-Laplacian ; The inverse of the operator
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The Laguerre calculus ; Estimates for powers of the sub-Laplacian ; Estimates for the spectrum projection operators of the sub-Laplacian ; The inverse of the operator square _{\alpha } = {\sum }^n_{j=1}({X^2_j} - {X^2_{j+n}}) - 2i{\alpha } ; The explicit solution of the bar {\partial } Neumann problem in a non-isotropic Siegel domain ; Injectivity of the Pompeiu transform in the isotropic H n ; Morera-type theorems for holomorphic mathcal H^p spaces in H n (I) ; Morera-type theorems for holomorphic mathcal H^p spaces in H n (II)

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