Lie Groups and Lie Algebras III: Structure of Lie Groups and Lie Algebras

Couverture
A.L. Onishchik, E.B. Vinberg
Springer Science & Business Media, 12 juil. 1994 - 250 pages
The book contains a comprehensive account of the structure and classification of Lie groups and finite-dimensional Lie algebras (including semisimple, solvable, and of general type). In particular, a modern approach to the description of automorphisms and gradings of semisimple Lie algebras is given. A special chapter is devoted to models of the exceptional Lie algebras. The book contains many tables and will serve as a reference. At the same time many results are accompanied by short proofs. Onishchik and Vinberg are internationally known specialists in their field and well-known for their monograph "Lie Groups and Algebraic Groups" (Springer-Verlag 1990). This Encyclopaedia volume will be immensely useful to graduate students in differential geometry, algebra and theoretical physics.
 

Table des matières

I
7
II
8
IV
10
V
11
VI
12
VII
13
VIII
14
IX
15
LXXXVII
108
LXXXVIII
110
LXXXIX
112
XC
115
XCI
117
XCII
119
XCIII
121
XCIV
123

X
16
XII
17
XIII
18
XIV
19
XV
20
XVII
21
XVIII
22
XIX
24
XXI
25
XXII
27
XXIV
28
XXV
29
XXVI
31
XXVII
32
XXVIII
33
XXIX
35
XXX
36
XXXI
38
XXXIII
39
XXXIV
40
XXXV
41
XXXVI
43
XXXVIII
45
XXXIX
46
XL
48
XLII
49
XLIII
50
XLIV
51
XLV
52
XLVII
53
XLVIII
55
XLIX
56
L
58
LI
59
LV
61
LVI
62
LVII
63
LVIII
65
LIX
66
LX
67
LXI
68
LXII
70
LXIII
72
LXIV
73
LXV
76
LXVI
77
LXVII
79
LXVIII
82
LXIX
83
LXX
85
LXXI
86
LXXIII
88
LXXIV
90
LXXV
91
LXXVI
92
LXXVII
94
LXXVIII
96
LXXIX
99
LXXX
100
LXXXI
102
LXXXII
104
LXXXIV
105
LXXXV
106
LXXXVI
107
XCV
127
XCVII
128
XCVIII
131
XCIX
133
C
134
CI
135
CII
137
CIV
138
CV
139
CVII
141
CVIII
142
CIX
143
CXI
145
CXII
147
CXIII
148
CXIV
149
CXV
151
CXVI
153
CXVIII
154
CXIX
156
CXX
157
CXXI
158
CXXII
160
CXXIII
162
CXXIV
163
CXXV
164
CXXVI
165
CXXVII
167
CXXVIII
169
CXXIX
172
CXXX
173
CXXXI
175
CXXXII
176
CXXXIII
177
CXXXIV
178
CXXXV
182
CXXXVII
184
CXXXVIII
187
CXXXIX
188
CXL
190
CXLI
192
CXLII
193
CXLIII
195
CXLIV
197
CXLV
199
CXLVI
200
CXLVII
203
CXLIX
205
CL
206
CLI
207
CLIII
209
CLIV
212
CLV
213
CLVI
214
CLVII
216
CLVIII
219
CLIX
220
CLX
222
CLXI
224
CLXII
237
CLXIII
CLXIV
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