Search for 'su:Lie groups-Geometry'

Lie groups and algebraic groups /

By Onishchik, A.L.. New York : Springer Verlag , 1990 . viii,281p ;

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Lie groups, Lie algebras and their representations /

By Varadarajan, V.S.. New York : Springer Verlag , 1984 . xiv,272p ;

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Discrete subgroups of Lie groups /

By Raghunathan, M.S.. New York : Springer Verlag Berlin Heidelberg , 1972 . ix,230p ;

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Groups of Lie type and their Geometries /

By Kantor, William M.. Cambridge : Cambridge University Press , 1995 . ix,230p ;

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Differential geometry Lie groups and symmetric spaces /

By Helgason, Sigirdur.. New York : Academic Press Inc , 1978 . xiv,390p ;

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Applications of Lie groups to differential equations /

By Olver, Peter J.. New York : Springer Verlag , 1993 . xiv,390p ;

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Groups and geometric analysis: integral geometry invariant differential operators and spherical functions /

By Helgason, Sigurdur.. New York : Academic Press Inc , 1984 . xiv,390p ;

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Lie groups and Lie algebras I: foundations of Lie theory Lie transformation groups /

By Onishchik, A.L.. New York : Springer Verlag , 1993 . xiv,390p ;

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Representation of Lie groups and related topics /

By Vershik, A.M.. New York : Gordon and Breach Science Publishers , 1990 . x,261p ;

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Lie groups and alegebras with applications to physics, geometry and mechanics /

By Sattinger, D.H.. New York : Springer Verlag , 1986 . vii,106p ;

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Proceedings of the international colloquium on Lie groups and Ergodic theory, Mumbai-1996 /

By Dani, S.G.. New Delhi : Narosa Publishing House , 1998 . xiv,698p ;

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Lie groups /

By Duistermatt, J.J.. New York : Springer Verlag , 1999 . xxii,591p ;

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Introduction to harmonic analysis on semisimple Lie groups /

By Varadarajan, V.S.. Cambridge : Cambridge University Press , 1999 . xxii,591p ;

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Harmonic analysis on the Heisenberg group /

By Thangavelu, Sundaram.. Boston : Birkhauser , 1998 . xxxvi,744p. ;

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Lie groups, lie algebras and representations:an elementary introducation /

By Hall, Brain C.. New Delhi : Springer(India) , 2004 . viii,392p. ;

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Lie groups, Lie algebras and representations:an elementary introduction /

By Hall, Brain C.. New Delhi : Springer (India) , 2004 . NULL ;

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Lie groups /

By Bump, Daniel.. New York : Springer , 2004 . 136p. ;

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Emergence of the theory of lie groups:an essay in the history of mathematics 1869-1926 /

By Hawkins, Thomas.. New York : Springer , 2000 . 218p. ;

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Symmetry and integration methods for differential equations /

By Bluman, Grorge W.. New York : Springer , 2002 . 218p. ;

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Elements of mathematics:lie groups and lie algebras /

By Bourbaki, Nicolos.. New York : Springer Verlag , 2002 . vii,340p. ;

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Foundations of lie theory and lie transformation groups /

By Gorbatsevich, V V.. New York : Springer , 1993 . viii,378p. ;

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Elements of mathematics: lie groups and lie algebras chapters 4-6

By Bourbaki, Nicolas. | Bourbaki,Nicolas. New York: Springer Verlag, 2002

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Elements of mathematics : lie groups and lie algebras chapters 7-9

By Bourbaki, Nicolas.. New York: Springer Verlag, 2002

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Lie groups: an approach through invariants and representations.

By Procesi, Claudio.. New York: Springer ., 2007 . xxii, 596p.

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Foundations of differentiable manifolds and lie groups.

By Warner, Frank W.. New York: Springer., 1983 . ix, 272p.

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Differential geometry, lie groups, and symmetric spaces.

By Helgason, Sigurdur.. Providence: American Mathematical Society, 2010 . xxvi, 641p.

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Compact lie groups

By Sepanski, Mark R.. New Delhi: Springer Verlag, 2011 . xii, 198p.

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Problems and solutions for groups, lie groups, lie algebras with applications

By Steeb, Willi-Hans and others.. 83.8333333333333 2012 . x, 342p.

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Introduction to Lie groups and Lie algebras

By Kirillov Jr., Alexander. New York: Cambridge University Press, 2017 . xi, 222 p. ; 22.9 cm.. 9781316614105

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Lie groups :

By Pollatsek, Harriet. Hyderabad : Universities Press, 2009 . x, 177 p. 9789393330185

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