On the Geometry of Symmetric R-Spaces

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Location: Deutsche Nationalbibliothek Frankfurt am Main

Extent: Online-Ressource

Language: Englisch

Bibliographic citation: Preprints des Instituts für Mathematik der Universität Augsburg ; 2014-09

Classification: Mathematik

Keyword: Riemannsche Geometrie
Symmetrischer Raum
Untermannigfaltigkeit
Konvexität

Event: Veröffentlichung

(where): Augsburg

(who): Universität Augsburg

(when): 2014

Creator: Quast, Peter
Tanaka, Makiko Sumi

URN: urn:nbn:de:bvb:384-opus4-29133

Rights: Der Zugriff auf das Objekt ist unbeschränkt möglich.

Last update: 25.03.2025, 1:52 PM CET

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Quast, Peter
Tanaka, Makiko Sumi
Universität Augsburg

Time of origin

2014

Other Objects (12)

Centrioles in Symmetric Spaces

Homotopy of Exceptional Symmetric Spaces

A note on symmetric and harmonic spaces

Equivariant embeddings of symmetric spaces

Real Forms of Hermitian Symmetric Spaces, Revisited

Symmetric spaces as Grassmannians

Indefinite extrinsic symmetric spaces

Polar representations and symmetric spaces

Isometries of Extrinsic Symmetric Spaces

Complex structures and chains of symmetric spaces

Free isometric circle actions on compact symmetric spaces

Symmetric submanifolds associated with irreducible symmetric R-spaces

Centrioles in Symmetric Spaces

Homotopy of Exceptional Symmetric Spaces

A note on symmetric and harmonic spaces

Equivariant embeddings of symmetric spaces

Real Forms of Hermitian Symmetric Spaces, Revisited

Symmetric spaces as Grassmannians

Indefinite extrinsic symmetric spaces

Polar representations and symmetric spaces

Isometries of Extrinsic Symmetric Spaces

Complex structures and chains of symmetric spaces

Free isometric circle actions on compact symmetric spaces

Symmetric submanifolds associated with irreducible symmetric R-spaces

Centrioles in Symmetric Spaces

Homotopy of Exceptional Symmetric Spaces

A note on symmetric and harmonic spaces

Equivariant embeddings of symmetric spaces

Real Forms of Hermitian Symmetric Spaces, Revisited

Symmetric spaces as Grassmannians

Indefinite extrinsic symmetric spaces

Polar representations and symmetric spaces

Isometries of Extrinsic Symmetric Spaces

Complex structures and chains of symmetric spaces

Free isometric circle actions on compact symmetric spaces

Symmetric submanifolds associated with irreducible symmetric R-spaces

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On the Geometry of Symmetric R-Spaces

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Time of origin

Other Objects (12)

Centrioles in Symmetric Spaces

Homotopy of Exceptional Symmetric Spaces

A note on symmetric and harmonic spaces

Equivariant embeddings of symmetric spaces

Real Forms of Hermitian Symmetric Spaces, Revisited

Symmetric spaces as Grassmannians

Indefinite extrinsic symmetric spaces

Polar representations and symmetric spaces

Isometries of Extrinsic Symmetric Spaces

Complex structures and chains of symmetric spaces

Free isometric circle actions on compact symmetric spaces

Symmetric submanifolds associated with irreducible symmetric R-spaces

Centrioles in Symmetric Spaces

Homotopy of Exceptional Symmetric Spaces

A note on symmetric and harmonic spaces

Equivariant embeddings of symmetric spaces

Real Forms of Hermitian Symmetric Spaces, Revisited

Symmetric spaces as Grassmannians

Indefinite extrinsic symmetric spaces

Polar representations and symmetric spaces

Isometries of Extrinsic Symmetric Spaces

Complex structures and chains of symmetric spaces

Free isometric circle actions on compact symmetric spaces

Symmetric submanifolds associated with irreducible symmetric R-spaces

Centrioles in Symmetric Spaces

Homotopy of Exceptional Symmetric Spaces

A note on symmetric and harmonic spaces

Equivariant embeddings of symmetric spaces

Real Forms of Hermitian Symmetric Spaces, Revisited

Symmetric spaces as Grassmannians

Indefinite extrinsic symmetric spaces

Polar representations and symmetric spaces

Isometries of Extrinsic Symmetric Spaces

Complex structures and chains of symmetric spaces

Free isometric circle actions on compact symmetric spaces

Symmetric submanifolds associated with irreducible symmetric R-spaces

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