Ashok

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750 reputation
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location India
age 34
visits member for 1 year, 8 months
seen Jun 8 at 7:39
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Graduate Student working in information geometry and its connection to statistical inference.


24 Answers

newest activity votes
6
Probabilistic inequality with two random variables
nov 24 '11 at 11:31
6
proving that some series converges uniformly
oct 31 '11 at 5:11
4
Convergence a.e. and of norms implies that in $L^1$ norm
nov 18 '11 at 5:45
4
Folland & Functional Analysis
oct 28 '11 at 5:31
3
Differentiation under the integral sign for Lebesgue integrable derivative
dec 28 '11 at 7:51
3
proving a function satisfies a Lipschitz condition
nov 26 '11 at 6:28
3
Throwing dice a randomly determined number of times
oct 28 '11 at 6:39
2
derivative of a map of vector space of matrices
mar 2 '12 at 7:15
2
A Question about the Boundedness of the Conditional Expectation of a Random Variable
nov 21 '11 at 10:46
2
Expected Value Inequality
nov 19 '11 at 7:00
2
Help understanding conditional probability
oct 17 '11 at 5:20
1
Empirical distribution vs. the true one: How fast $KL( \hat{P}_n || Q)$ converges to $KL( P || Q)$?
dec 10 at 6:00
1
A generalisation of a well known result in information theory
nov 12 at 18:01
1
A fundamental question on independence
oct 18 at 5:17
1
What is the mutual information $I(X;X)$?
jun 20 '12 at 6:55
1
What is the motivation of the Kullback-Leibler Divergence?
dec 12 '11 at 6:36
1
Relative entropy between singular measures
nov 11 '11 at 8:48
1
Why doesn't this proof work?
nov 11 '11 at 5:34
1
Convergence in distribution of product of two sequences of random variables
oct 26 '11 at 9:21
0
Proving Asymptotic Equipartition Property for Gaussian r.v.'s using the Chernoff Bound
jan 4 '12 at 8:24
0
Random variable on Lebesgue measure
nov 18 '11 at 12:25
0
If $P[|X| < \infty] = 1$ and $\epsilon > 0$, there exists a bounded RV $Y$ with $P[X \neq Y] < \epsilon$
nov 18 '11 at 6:45
0
A question about subspaces
nov 1 '11 at 8:02
0
How many everywhere defined functions are not $ 1$ to $1$
oct 24 '11 at 6:25