NONCOMMUTATIVE CONTINUOUS FUNCTIONS
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Don, Hadwin
(Department of Mathematics University of New Hampshire Durham)
Llolsten, Kaonga (Department of Mathematics University of New Hampshire Durham) Ben, Mathes (Department of Mathematics University of New Hampshire Durham) |
1 |
Continuous functions of operators: a functional calculus
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DOI |
2 |
Lifting algebraic elements in <TEX>$C^{*}$</TEX>-algebras
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DOI ScienceOn |
3 |
An asymptoic double commutant theorem for <TEX>$C^{*}$</TEX>-algebras
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DOI ScienceOn |
4 |
A non-commulative Weyl-von Neumann theorem
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5 |
<TEX>$C^{*}$</TEX>-algebras generated by stable relations
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DOI ScienceOn |
6 |
Projective <TEX>$C^{*}$</TEX>-algebras
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DOI |
7 |
Numerical ranges and normal dilations
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8 |
On a class of operators
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DOI ScienceOn |
9 |
Normal limits of nilpotent operators
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DOI |
10 |
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11 |
Charting the operator terrain
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12 |
Closures of direct sums of classes of operators
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DOI ScienceOn |
13 |
Normal dilations and extensions of operators
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14 |
Parts of operators on Hilbert space
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15 |
Stable relations Ⅱ. Corona semiprojectivity and dimension-drop <TEX>$C^{*}$</TEX>-algebras
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DOI |
16 |
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17 |
<TEX>$C^{*}$</TEX>-algebras that are only weakly semiprojective
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18 |
Lifting solutions to perturbing problems in <TEX>$C^{*}$</TEX>-algebras. Fields Institude Monographs
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19 |
An invitation to <TEX>$C^{*}$</TEX>-algebras
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20 |
Non-separable approximate equivalence
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DOI ScienceOn |
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