jpv

Hyderabad, India

Apr
9
revised Union of binary cylinder sets
added 37 characters in body
Apr
9
asked Union of binary cylinder sets
Nov
12
awarded Student
Nov
3
awarded Popular Question
Oct
17
awarded Popular Question
Jul
11
awarded Yearling
Jul
11
awarded Yearling
Jun
23
accepted Direct Sums of Modules
Jun
23
comment Direct Sums of Modules
Thanks for the answer and the P.S. The inner sum is what I was missing.
Jun
23
revised Direct Sums of Modules
edited body
Jun
23
comment Direct Sums of Modules
Thanks for the answer. I was not aware of the outer and inner versions as the text does not mention it. Does $M=\sum M_i$ mean that every element of $M$ can be written uniquely as a sum of elements from the $M_i$?
Jun
23
asked Direct Sums of Modules
Apr
20
accepted Laplace Transform of a Brownian motion
Apr
20
comment Laplace Transform of a Brownian motion
Thanks for the answer. I was guessing that this might be so. Can you give a reference to the growth and continuity properties mentioned in your answer. For $\Omega$, I only wanted to know if the convergence is a.e. or not, your answer says this is so.
Apr
14
awarded Tumbleweed
Apr
7
asked Laplace Transform of a Brownian motion
Feb
6
accepted Product of complex numbers
Feb
6
comment Product of complex numbers
Thanks all: I only calculated that this will be true when $n=2$ and when the real parts nor the complex parts are zero (If my calculation is correct!). Did not think of the zero case! Micah's example demonstrated that this is indeed false for higher $n$ (atleast $n=3$).
Feb
6
asked Product of complex numbers
Jan
3
comment Construction of i.i.d random variables
Robert: Thanks for the nice answer. The construction is surprising for me but very nice.
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