A Guide to Quantum Groups

Cover
Cambridge University Press, 27.07.1995 - 651 Seiten
Since they first arose in the 1970s and early 1980s, quantum groups have proved to be of great interest to mathematicians and theoretical physicists. The theory of quantum groups is now well established as a fascinating chapter of representation theory, and has thrown new light on many different topics, notably low-dimensional topology and conformal field theory. The goal of this book is to give a comprehensive view of quantum groups and their applications. The authors build on a self-contained account of the foundations of the subject and go on to treat the more advanced aspects concisely and with detailed references to the literature. Thus this book can serve both as an introduction for the newcomer, and as a guide for the more experienced reader. All who have an interest in the subject will welcome this unique treatment of quantum groups.
 

Inhalt

II
15
III
16
V
18
VII
21
IX
22
X
24
XII
26
XIII
28
CXLVI
280
CXLVII
282
CXLVIII
284
CXLIX
285
CL
288
CLI
289
CLII
290
CLIII
293

XIV
32
XV
33
XVI
34
XVII
35
XVIII
36
XX
37
XXI
39
XXII
41
XXIII
43
XXV
44
XXVI
46
XXVII
48
XXVIII
50
XXIX
54
XXX
55
XXXI
58
XXXII
59
XXXIII
60
XXXIV
62
XXXV
67
XXXVI
68
XXXVIII
69
XXXIX
71
XL
75
XLI
77
XLII
79
XLIII
80
XLIV
81
XLV
82
XLVI
84
XLVII
87
XLVIII
90
XLIX
91
L
95
LI
98
LII
100
LIII
101
LIV
119
LVI
123
LVII
125
LVIII
127
LIX
129
LX
131
LXI
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LXII
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LXIV
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LXVI
138
LXVII
139
LXVIII
140
LXIX
147
LXX
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LXXII
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LXXIII
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LXXV
157
LXXVI
161
LXXVIII
167
LXXIX
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LXXX
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LXXXI
171
LXXXII
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LXXXIII
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LXXXIV
177
LXXXV
179
LXXXVI
182
LXXXVII
187
LXXXIX
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XC
189
XCI
190
XCII
192
XCIV
196
XCV
199
XCVI
200
XCVII
206
XCVIII
207
C
212
CII
213
CIII
215
CIV
216
CVI
220
CVII
222
CVIII
223
CIX
227
CX
228
CXII
231
CXIII
234
CXIV
235
CXV
236
CXVI
238
CXVII
240
CXIX
242
CXX
244
CXXI
245
CXXII
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CXXIV
248
CXXV
249
CXXVI
251
CXXVII
253
CXXVIII
255
CXXX
256
CXXXI
258
CXXXII
262
CXXXIV
263
CXXXV
265
CXXXVI
266
CXXXVIII
267
CXXXIX
271
CXL
274
CXLI
275
CXLIII
276
CXLIV
278
CXLV
279
CLIV
296
CLV
297
CLVI
301
CLVII
304
CLVIII
307
CLIX
309
CLXII
311
CLXIII
313
CLXIV
319
CLXV
324
CLXVI
327
CLXVII
329
CLXVIII
332
CLXX
334
CLXXI
336
CLXXII
337
CLXXIII
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CLXXIV
339
CLXXVI
344
CLXXVII
348
CLXXVIII
351
CLXXIX
352
CLXXX
357
CLXXXI
359
CLXXXIII
361
CLXXXV
365
CLXXXVI
367
CLXXXVII
370
CLXXXVIII
372
CLXXXIX
374
CXC
375
CXCII
380
CXCIII
383
CXCIV
386
CXCV
388
CXCVI
392
CXCVIII
394
CXCIX
399
CC
403
CCII
405
CCIII
408
CCIV
410
CCV
413
CCVI
414
CCVII
415
CCVIII
416
CCIX
417
CCX
418
CCXI
423
CCXII
426
CCXIII
428
CCXIV
430
CCXVI
433
CCXVII
435
CCXVIII
437
CCXIX
439
CCXX
442
CCXXI
445
CCXXIII
447
CCXXIV
448
CCXXV
451
CCXXVII
454
CCXXVIII
459
CCXXX
462
CCXXXI
463
CCXXXII
465
CCXXXIII
466
CCXXXIV
467
CCXXXV
469
CCXXXVI
473
CCXXXVII
475
CCXXXVIII
476
CCXXXIX
478
CCXL
480
CCXLI
481
CCXLII
486
CCXLIV
488
CCXLV
490
CCXLVI
492
CCXLVII
494
CCXLVIII
495
CCXLIX
496
CCL
502
CCLI
504
CCLIII
510
CCLIV
517
CCLVI
522
CCLVII
525
CCLVIII
527
CCLX
528
CCLXI
529
CCLXII
533
CCLXIII
534
CCLXIV
537
CCLXV
539
CCLXVI
541
CCLXVII
543
CCLXVIII
549
CCLXIX
550
CCLXX
551
CCLXXI
552
CCLXXII
560
CCLXXIII
562
CCLXXVI
563
CCLXXVIII
564
CCLXXIX
565
CCLXXX
566
CCLXXXII
567
CCLXXXIII
638
CCLXXXIV
643
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