Differential geometry, lie groups and symmetric spaces

Détails bibliographiques
Auteur principal:	Helgason, Sigurdur
Format:	Printed Book
Langue:	English
Publié:	Providence American mathematical society 2000
Sujets:	Differential geometry > Lie groups > Symmetric spaces

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Differential geometry, lie groups and symmetric spaces./
par: Helgason, Sigurdur
Publié: (1978)

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Differential geometry and symmetric spaces.
par: Helgason, Sigurdur
Publié: (1962)

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Differential geometry lie groups and symmetric spaces
par: Helgason, Sigurdur
Publié: (2010)

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Course in differential geometry and lie groups /
par: Kumaresan,S
Publié: (2002)

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Lie theory : unitary representations and compactifications of symmetric spaces /
par: Anker, Jean-Philippe
Publié: (2005)

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Differential geometry and symmetric spaces
par: Helgason, Sigurdur
Publié: (1962)

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Compactifications of symmetric and locally symmetric spaces
par: Borel, Armand
Publié: (2006)

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Differential geometry and lie groups for physicists
par: Fecko, Marian
Publié: (2006)

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Semisimple groups and Riemannian symmetric spaces /
par: Borel, Armand
Publié: (1998)

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Lie theory: harmonic analysis on symmetric spaces-General plancherel theorems
par: Anker, Jean-Philippe [ed.]
Publié: (2005)

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Lie groups, physics and geometry: an introduction for physicists, engineers and chemists
par: Gilmore, Robert
Publié: (2008)

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Applications of Lie groups to differential equations .
par: Olver, Peter J.
Publié: (1986)

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Differential geometry, lie groups, and symmetric spaces /
par: Helgason, Sigurdur
Publié: (1978)

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Differential geometry, lie groups and symmetric spaces /
par: Helgason, Sigurdur
Publié: (1978)

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Differential geometry, Lie groups and symmetric spaces/
par: Helgason, Sigurdur
Publié: (2010)

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Structure and geometry of Lie groups /
par: Hilgert, Joachim
Publié: (2012)

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Structure and geometry of Lie groups /
par: Hilgert, Joachim
Publié: (2012)

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Representation theory of the symmetric group.
par: Robinson, G .B
Publié: (1961)

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Lie groups /
par: Duistermaat, J. J., et autres
Publié: (2000)

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Lie groups /
par: Bump, Daniel
Publié: (2013)

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Lie groups /
par: Bump, Daniel
Publié: (2004)

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Symmetric generation of groups : with applications to many of the sporadic finite simple groups /
par: Curtis, Robert T
Publié: (2007)

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Lie groups and Lie algebras for physicists /
par: Das, Ashok
Publié: (2014)

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Lectures on Lie groups and Lie algebras /
par: Carter, Roger W.
Publié: (1995)

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Introduction to lie groups and lie algebras /
Publié: (2008)

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Structure and geometry of lie groups Joachim Hilgert and Karl-Hermann Neeb
par: Hilgert, Joachim
Publié: (2010)

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Differential geometry,lie groups ,and symmetric spces
par: Helgason,Sigurdur
Publié: (2001)

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Lie groups and lie algebras : a physicist's perspective /
par: Bincer, Adam M.
Publié: (2013)

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Lie groups and lie algebras : chapters 7-9 /
par: Bourbaki, Nicolas
Publié: (2005)

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Lie groups: an introduction through linear groups
par: Rossmann, Wulf
Publié: (2002)

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Compact Lie groups.
par: Sepanski, Mark R.
Publié: (2007)

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Lie algebras and Lie groups; 1964 lectures given at Harvard University.
par: Serre, Jean Pierre
Publié: (1965)

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Problems and solutions for groups, lie groups, lie algebras with applications /
par: Steeb, W.-H, et autres
Publié: (2012)

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Lie groups, Lie algebras, and some of their applications
par: Gilmore, Robert
Publié: (1974)

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Introduction to lie groups and lie algebras with applications
par: Belinfante, J.G.

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Lie groups, physics and geometry: an introduction for physicists, engineers and chemists /
Publié: (2008)

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Lie Groups and Lie Algebras A Physicist's Perspective
par: Bincer, Adam M
Publié: (2013)

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Lie groups beyond an introduction /
par: Knapp, Anthony W.
Publié: (2002)

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Lie groups A problem- oriented introduction via matrix groups /
par: Pollatsek,Harriet
Publié: (2009)

Chargement en cours...

Lie groups /
par: Duistermaat, J. J.
Publié: (2000)

Differential geometry, lie groups and symmetric spaces

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