Cusp forms, Spanning sets and Super Symmetry

Cusp forms, Spanning sets and Super Symmetry

- Construction of a spanning set for the space of cusp forms in the case of a product of complex symmetric domains of rank 1 and a discrete subgroup with compact quotient based on the concept of hyperbolic flows, - formulating the theory of super automorphic forms for parametrized discrete subgroup...

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Detaylı Bibliyografya
Yazar: Knevel, Roland
Diğer Yazarlar: Upmeier, Harald (Prof. Dr.) (Tez danışmanı)
Materyal Türü: Dissertation
Dil:İngilizce
Baskı/Yayın Bilgisi: Philipps-Universität Marburg 2007
Konular:
Supermannigfaltigkeiten
Lie groups
Mathematik
Hyperbolische Flüsse
Geometrische Analysis
Komplexe beschränkte symmetrische Gebiete
Classical differential geometry
Geometric function theory
Supersymmetrie
Super cusp forms
Cusp forms
Super-Spitzenformen
Complex bounded symmetric domains
Spitzenformen
Hyperbolic flows
Super manifolds
Mathematics
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Diğer Bilgiler
Özet:- Construction of a spanning set for the space of cusp forms in the case of a product of complex symmetric domains of rank 1 and a discrete subgroup with compact quotient based on the concept of hyperbolic flows, - formulating the theory of super automorphic forms for parametrized discrete subgroups, - construction of a spanning set for the space of super cusp forms in the rank 1 case for non-parametrized discrete subgroups, - outlook on how to define the space of super cusp forms and how to find spanning sets in the case of a parametrized discrete subgroup.
Fiziksel Özellikler:273 Seiten
DOI:10.17192/z2007.0112

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