[PDF.21wa] Pseudodifferential Analysis on Symmetric Cones (Studies in Advanced Mathematics)

Pseudodifferential Analysis on Symmetric Cones (Studies in Advanced Mathematics)

[PDF.sn55] Pseudodifferential Analysis on Symmetric Cones (Studies in Advanced Mathematics)

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 | #6264678 in Books |  1995-12-13 | Original language:English | PDF # 1 |  9.48 x.68 x6.34l,1.03 | File type: PDF | 224 pages

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||From the Back Cover|This monograph is intended for use by researchers in pseudodifferential analysis. While the emphasis is mainly on analysis on nonsmooth domains the precision of the methods should be of interest to anyone working in pseudodifferential analysi

Symmetric cones, possibly disguised under non-linear changes of coordinates, are the building blocks of manifolds with edges, corners, or conical points of a very general nature. Besides being a canonical open set of some Euclidean space, a symmetric cone L has an intrinsic Riemannian structure of its own, turning it into a symmetric space. These two structures make it possible to define on L a pseudodifferential analysis (the Fuchs calculus). The considerable interest i...

You easily download any file type for your gadget.Pseudodifferential Analysis on Symmetric Cones (Studies in Advanced Mathematics)   |  Andre Unterberger, Harald Upmeier.Not only was the story interesting, engaging and relatable, it also teaches lessons.

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