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Aug
11
awarded  Teacher
Jun
24
asked Dixmier-Douady class: computations
Jun
23
comment Compact resolvent VS certain boundedness condition
I see. However, one doesn't have control on the boundedness of the elements in $A$. Anyway, very helpful answer.
Jun
23
accepted Compact resolvent VS certain boundedness condition
Jun
22
revised Compact resolvent VS certain boundedness condition
deleted 43 characters in body
Jun
22
revised Compact resolvent VS certain boundedness condition
Changed condition 2. from "$(D+\lambda)^{-1}$ is a compact operator for each $\lambda\notin i\mathbb{R}$"
Jun
21
awarded  Commentator
Jun
21
revised Compact resolvent VS certain boundedness condition
added 2 characters in body
Jun
21
comment Compact resolvent VS certain boundedness condition
It tries to say "$D$ has compact resolvent".
Jun
21
revised Compact resolvent VS certain boundedness condition
added 654 characters in body; edited tags; edited title
Jun
21
asked Compact resolvent VS certain boundedness condition
Jun
13
awarded  Supporter
Jun
8
answered Riemann tensor on a sphere
Jun
7
revised 8 periodicity: Clifford clock- Bott periodicity - KO-dimension in noncommutative geometries
added 99 characters in body
Jun
7
revised 8 periodicity: Clifford clock- Bott periodicity - KO-dimension in noncommutative geometries
deleted 2 characters in body
Jun
7
revised 8 periodicity: Clifford clock- Bott periodicity - KO-dimension in noncommutative geometries
added 1026 characters in body
Jun
7
revised 8 periodicity: Clifford clock- Bott periodicity - KO-dimension in noncommutative geometries
added 8 characters in body
Jun
7
awarded  Editor
Jun
7
revised 8 periodicity: Clifford clock- Bott periodicity - KO-dimension in noncommutative geometries
edited body
Jun
7
asked 8 periodicity: Clifford clock- Bott periodicity - KO-dimension in noncommutative geometries