1 |
compression |
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2 |
C*-algebra |
|
3 |
Examples of C*-algebras |
|
4 |
Multiplier algebra |
|
5 |
Spectral theorem |
|
6 |
functional calculus |
|
7 |
commutative C*-algebras |
|
8 |
positive elements |
|
9 |
polar decomposition |
|
10 |
finite rank operators |
|
11 |
approximate identity |
|
12 |
Hereditary C*-algebras |
|
13 |
ideals |
|
14 |
Simple algebras |
|
15 |
states |
|
16 |
pure states |
|
17 |
Extension of states |
|
18 |
GNS construction |
|
19 |
matrix algebras |
|
20 |
finite rank operators |
|
21 |
compact operators |
|
22 |
representations |
|
23 |
types of C*-algebras |
|
24 |
von Neumann algebras |
|
25 |
strong operator topology |
|
26 |
weak operator topology |
|
27 |
commutant |
|
28 |
duality |
|
29 |
double commutatnt theorem |
|
30 |
continuity of linear functionals |
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