Theory of Operator Algebras I

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Springer Science & Business Media, Nov 20, 2001 - Mathematics - 415 pages

Since its inception by von Neumann 70 years ago, the theory of operator algebras has become a rapidly developing area of importance for the understanding of many areas of mathematics and theoretical physics. Accessible to the non-specialist, this first part of a three-volume treatise provides a clear, carefully written survey that emphasizes the theory's analytical and topological aspects.

 

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Contents

II
1
III
2
IV
6
V
13
VI
17
VII
21
VIII
23
IX
25
XXXI
179
XXXII
181
XXXIV
182
XXXV
188
XXXVI
192
XXXVII
203
XXXVIII
220
XXXIX
229

X
31
XI
35
XII
47
XIII
50
XIV
54
XV
55
XVI
58
XVIII
59
XIX
67
XX
71
XXI
79
XXII
99
XXIII
101
XXV
102
XXVI
120
XXVII
130
XXVIII
139
XXIX
147
XXX
157
XL
230
XLI
253
XLII
264
XLIII
289
XLV
290
XLVI
309
XLVII
335
XLVIII
336
XLIX
344
L
352
LI
359
LII
362
LIII
374
LIV
375
LVI
387
LVII
389
LVIII
409
LIX
411
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