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1
Lie
groups
and compact
groups
by
Price, John F.
Published 1977
Cambridge University Press
Subjects:
“
...
Lie
groups
...
”
Call Number:
QA387
Read Now
2
An introduction to
Lie
groups
and
Lie
algebras
by
Kirillov, Alexander A.
Published 2008
Cambridge University Press
Table of Contents:
“
...Introduction --
Lie
groups
: basic definitions --
Lie
groups
and
Lie
algebras -- Representation...
”
Call Number:
QA387
Read Now
3
Lectures on
Lie
groups
and
Lie
algebras
by
Carter, Roger W.
,
Segal, Graeme
,
Macdonald, I. G.
Published 1995
Cambridge University Press
Subjects:
“
...
Lie
groups
...
”
Call Number:
QA387
Read Now
4
Analysis on
Lie
groups
: an introduction
by
Faraut, Jacques
Published 2008
Cambridge University Press
Table of Contents:
“
...The linear
group
-- The exponential map -- Linear
Lie
groups
--
Lie
algebras -- Haar measure...
”
Call Number:
QA387
Read Now
5
Linear algebraic
groups
and finite
groups
of
lie
type
by
Malle, Gunter
,
Testerman, Donna M.
Published 2011
Cambridge University Press
Subjects:
“
...Linear algebraic
groups
...
”
Call Number:
QA179
Read Now
6
Quantum
groups
and
Lie
theory
Published 2002
Cambridge University Press
Table of Contents:
“
...Lectures on cyclotomic Hecke algebras / Susumu Ariki -- An introduction to
group
doublecross...
”
Call Number:
QC20.7.G76
Read Now
7
Representation theory of
Lie
groups
: proceedings of the SRC/LMS Research Symposium on Representations of Lie Groups, Oxford, 28 June-15 July 1977
by
Atiyah, Michael Francis
Published 1980
Cambridge University Press
Subjects:
“
...Representations of
Lie
groups
/ Congresses...
”
Call Number:
QA387
Read Now
8
Groups
of
Lie
type and their geometries : Como, 1993
Published 1995
Cambridge University Press
Subjects:
“
...
Lie
groups
/ Congresses...
”
Call Number:
QA387
Read Now
9
Representations of solvable
Lie
groups
: basic theory and examples
by
Arnal, Didier
,
Currey, Bradley
Published 2020
Cambridge University Press
Subjects:
“
...Representations of
Lie
groups
...
”
Call Number:
QA387
Read Now
10
Differential geometry and
lie
groups
for physicists
by
Fecko, Marián
Published 2006
Cambridge University Press
Subjects:
“
...
Lie
groups
...
”
Call Number:
QC20.7.D52
Read Now
11
Lie
groups
,
Lie
algebras, cohomology, and some applications in physics
by
Azcárraga, J. A. de
,
Izquierdo, José M.
Published 1995
Cambridge University Press
Subjects:
“
...
Lie
groups
...
”
Call Number:
QC20.7.L54
Read Now
12
Representations of finite
groups
of
Lie
type
by
Digne, François
,
Michel, Jean
Published 2020
Cambridge University Press
Subjects:
“
...
Lie
groups
...
”
Call Number:
QA387
Read Now
13
Potential theory and geometry on
Lie
groups
by
Varopoulos, N.
Published 2021
Cambridge University Press
Table of Contents:
“
... classification -- The homotopy and homology classification of connected
Lie
groups
-- The polynomial homology...
”
Call Number:
QA387
Read Now
14
Modular representations of finite
groups
of
Lie
type
by
Humphreys, James E.
Published 2006
Cambridge University Press
Subjects:
“
...Representations of
Lie
groups
...
”
Call Number:
QA387
Read Now
15
Group
structure of gauge theories
by
O'Raifeartaigh, L.
Published 1986
Cambridge University Press
Subjects:
“
...
Lie
groups
...
”
Call Number:
QC793.3.F5
Read Now
16
Automorphic forms and representations
by
Bump, Daniel
Published 1997
Cambridge University Press
Subjects:
“
...
Lie
groups
...
”
Call Number:
QA331
Read Now
17
The character theory of finite
groups
of
Lie
type : a guided tour
by
Geck, Meinolf
,
Malle, Gunter
Published 2020
Cambridge University Press
Subjects:
“
...Finite
groups
...
”
Call Number:
QA177
Read Now
18
A practical guide to the invariant calculus
by
Mansfield, Elizabeth Louise
Published 2010
Cambridge University Press
Subjects:
“
...
Lie
groups
...
”
Call Number:
QA387
Read Now
19
A double Hall algebra approach to affine quantum Schur-Weyl theory
by
Deng, Bangming
,
Du, Jie
,
Fu, Qiang
Published 2012
Cambridge University Press
Subjects:
“
...Representations of
Lie
groups
...
”
Call Number:
QA331.7
Read Now
20
Smooth compactifications of locally symmetric varieties
by
Ash, Avner
,
Scholze, Peter
Published 2010
Cambridge University Press
Subjects:
“
...
Lie
groups
...
”
Call Number:
QA387
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14
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12
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1
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119
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Author
Campbell, C. M.
3
London Mathematical Society
3
Baues, Hans J.
2
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2
Geometric Group Theory Symposium (1991, Sussex, England)
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2
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
Du, Jie
1
Durham Easter School (2014, University of Durham)
1
Epstein, M.
1
Erro, Roberto
1
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1
Faraut, Jacques
1
Fecko, Marián
1
Ferree, Karen E.
1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
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1
Hermann Weyl Conference (2006, Bielefeld, Germany)
1
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1
Huber, Annette
1
Iachello, F.
1
Ikkos, George
1
Iserles, A.
1
Izquierdo, José M.
1
Jategaonkar, A. V.
1
Johnson, Norman W.
1
Jordan, David
1
Jurdjevic, Velimir
1
Kaletha, Tasho
1
Kammerhofer, Jörg
1
Kantor, W. M.
1
Kemp, Gerhard
1
Keski-Vakkuri, Esko
1
Khukhro, Evgenii I.
1
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1
Kleshchëv, A. S.
1
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1
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