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Complex semisimple lie algebras J-P. Serre

by Serre, J-P.

Series: Springer monographs in mathematicsMaterial type: Text Text Publication details: Berlin Springer 2001Availability: Items available for loan: TIFR CAM Library (1)Location, call number: SERIES 9.03+9.02 SERR.

Fourier transforms of invariant functions on finite reductive lie algebras E. Letellier

by Letellier, E.

Series: Lecture notes in mathematics 1859Material type: Text Text Publication details: Berlin Springer 2005Availability: Items available for loan: TIFR CAM Library (1)Location, call number: SERIES 4.12+9.03 LETE.

Lectures on lie groups & lie algebras R. Carter, et al

by Carter, R., et al | Macdonald, I | Segal, G.

Series: London Mathematical Society Student Texts 32Material type: Text Text Publication details: Cambridge Cambridge University Press 1995Availability: Items available for loan: TIFR CAM Library (1)Location, call number: SERIES 9.02+9.03 CART.

Lie algebras & lie groups 1964 lectures given at harvard university J-P. Serre

by Serre, J-P.

Series: Lecture notes in mathematics 1500Material type: Text Text Publication details: Berlin Springer 1994Availability: Items available for loan: TIFR CAM Library (1)Location, call number: SERIES 9.02+9.03 SERR.

Lie algebras & lie groups. 1964 lectures given at harvard university J-P. Serre

by Serre, J-P.

Material type: Text Text Publication details: New York W.A. Benjamin Inc. 1965Availability: Items available for loan: TIFR CAM Library (1)Location, call number: 9.03 SERR.

Lie algebras & locally compact groups I. Kaplansky

by Kaplansky, I.

Series: Chicago lectures in mathematicsMaterial type: Text Text Publication details: Chicago University of Chicago Press 1971Availability: Items available for loan: TIFR CAM Library (1)Location, call number: 9.03 KAPL.

Lie algebras of bounded operators D. Beltita & M. Sabac

by Beltita, D & Sabac, M | Sabac, M.

Series: advances & applications 120 | Operator theoryMaterial type: Text Text Publication details: Basel Birkhauser-Verlag 2001Availability: Items available for loan: TIFR CAM Library (1)Location, call number: SERIES 9.03+5.03 BELT.

Lie groups lie algebras M. Hausner & J.T. Schwartz

by Hausner, M & Schwartz, J.T | Schwartz, J.T.

Series: Notes on mathematics & its applicationsMaterial type: Text Text Publication details: New York Gordon & Breach 1968Availability: Items available for loan: TIFR CAM Library (1)Location, call number: 9.02+9.03 HAUS.

Lie groups, lie algebras & representations elementary introduction B.C. Hall

by Hall, B.C.

Series: Graduate texts in mathematics 222Material type: Text Text Publication details: New York Springer 2003Availability: Items available for loan: TIFR CAM Library (1)Location, call number: SERIES 9.02+9.03 HALL. Not available: TIFR CAM Library: Checked out (1).

Lie groups, lie algebras & their representations V.S. Varadarajan

by Varadarajan, V.S.

Series: Graduate texts in mathematics 102Material type: Text Text Publication details: New York Springer 1984Availability: Items available for loan: TIFR CAM Library (1)Location, call number: SERIES 9.02 VARA.

Lie groups, lie algebras & their representations V.S. Varadarajan

by Varadarajan, V.S.

Series: Graduate texts in mathematics 102Material type: Text Text Publication details: Berlin Springer 1984Availability: Items available for loan: TIFR CAM Library (1)Location, call number: SERIES 9.03+9.02 VARA.

Modular lie algebras G.B. Seligman

by Seligman, G.B.

Series: Ergebnisse der mathematik und ihrer grenzgebiete-Band 40 | Series of modern surveys in mathematicsMaterial type: Text Text Publication details: New York Springer 1967Availability: Items available for loan: TIFR CAM Library (1)Location, call number: SERIES 9.03 SELI.

Multidimensional hypergeometric functions & the representation theory of lie algebras & quantum groups A. Varchenko

by Varchenko, A.

Series: Advanced series in mathematical physics 21Material type: Text Text Publication details: Singapore World Scientific 1995Availability: Items available for loan: TIFR CAM Library (1)Location, call number: 9.02+4.15+9.03 VARC.

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