365 reputation
315
bio website WWW.PRINCETON.EDU/~rghanta
location Princeton, NJ
age 18
visits member for 3 years, 8 months
seen Dec 31 '12 at 8:29

Hi, my name is Bob and I approve this message!


Jun
30
asked Looser Conditions on Casorati-Weierstrass
Jun
29
accepted Using Hahn-Banach in proving result about operators and their adjoints on Banach Spaces
Jun
29
accepted Equivalence between the Operator Norm in the Space of Linear Functionals and Norm on Hilbert Space
Jun
29
accepted Topologies and Continuity in Operator Theory
Jun
29
accepted A calculation involving the normalized area measure
Jun
29
asked Complex Analysis versus Complex Function Theory
Jun
23
awarded  Scholar
Jun
23
comment A calculation involving the normalized area measure
yes, it makes sense. That's a good way to look at it. Thanks!
Jun
23
comment A calculation involving the normalized area measure
I should have clarified, by the unit disc I meant: the set $\mid z\mid <1$. This is not a compact set, and your uniform convergence argument doesn't hold
Jun
23
awarded  Supporter
Jun
23
awarded  Editor
Jun
23
revised A calculation involving the normalized area measure
added 5 characters in body; added 2 characters in body; added 1 characters in body
Jun
23
asked A calculation involving the normalized area measure
Apr
22
comment Using Hahn-Banach in proving result about operators and their adjoints on Banach Spaces
@ Theo- thanks again, you are very helpful in helping me understand this subject!
Apr
22
awarded  Autobiographer
Apr
22
asked Using Hahn-Banach in proving result about operators and their adjoints on Banach Spaces
Apr
20
comment Equivalence between the Operator Norm in the Space of Linear Functionals and Norm on Hilbert Space
By what I'm asking for, do you mean the Theorem VI.1. In that case, that is true, I'm just developing analogues to operators!
Apr
20
comment Equivalence between the Operator Norm in the Space of Linear Functionals and Norm on Hilbert Space
What exactly do you mean by the homogeneity of the norm? Thanks!
Apr
20
asked Equivalence between the Operator Norm in the Space of Linear Functionals and Norm on Hilbert Space
Apr
16
awarded  Student