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Concentrating on complete simply connected two-dimensional manifolds with constant curvature, Topics in Harmonic Analysis on Homogeneous Spaces is a ...Show synopsisConcentrating on complete simply connected two-dimensional manifolds with constant curvature, Topics in Harmonic Analysis on Homogeneous Spaces is a brief and elementary presentation of the subject. Treating the results of recent work in this highly active field, the author offers numerous proofs illustrating harmonic analysis on symmetric spaces. This volume fills a need for analysis without expertise in Lie groups who want to examine harmonic analysis on homogeneous spaces.Hide synopsis
Description:Good. 1981-Hardcover----Used-Good-Hall Street Books proudly...Good. 1981-Hardcover----Used-Good-Hall Street Books proudly ships from Brooklyn, NY. All orders are processed and shipped within 24 hours, M-F. 100% money back No-Worry guarantee with expedited delivery and delivery confirmation available.
Edition: 1st Ed. (Unstated). Progress in Mathematics Series-Vol. 13.
Binding: Hardcover
Publisher: Birkhauser,
Description:144 pages. Hardcover, no dustjacket. Very Good condition....144 pages. Hardcover, no dustjacket. Very Good condition. MATHEMATICS. These lecture notes deal with harmonic analysis on the complete simply connected two-dimensional manifolds of constant curvature (the Euclidean plane, the two-sphere and non-Euclidean plane). At the same time these notes are intended as an introduction to harmonic analysis on symmetric spaces. Includes an Index. (Key Words: Sigurdur Helgason, Harmonic Analysis, Homogeneous Spaces, Mathematics, Bessel Functions, Geometry).
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