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Jul
8
answered Does spectral norm of a square matrix equal to its largest eigenvalue in absolute value?
Jul
8
asked Are $n$-dimension cubes $C^k$ manifolds with boundaries?
Jul
7
asked Continuous Sobolev Embedding
Jun
22
answered Expectation value of number of drawings of increasing sequences of labelled balls from an urn.
Jun
18
answered Computing $\lim \limits_{n\to \infty}Pr(X_n=0)$ for r.v $X_n$ using matrices and Markov Chains.
Jun
9
asked Can a monotone decreasing function intersect $y=-x$ on a set of more than measure $0$?
May
31
asked Regularity of PDE with respect to coefficients?
Apr
1
asked Left eigenvector of stochastic matrices with eigenvalue 1
Oct
27
asked Binomial/Poisson distribution question
Aug
16
answered How to prove or disprove the convergence of the series $\sum_{n=1}^{\infty}\frac{(-1)^n\cdot a_{n}}{n}$?
Jul
22
answered Trace of power of stochastic matrix
Jul
22
answered Expected number of changes of serves in a game of raquetball
Jul
22
answered Expectation related to Normal distribution and its density
Jul
21
answered Determine the law of $F^{-1}(U)$, $U$ uniformly distributed on $[0,1]$
Jul
21
answered How to reduce this to Sturm-Liouville form?
Jul
20
answered Law of large numbers for a Subordinator.
Jul
19
answered Distribution of time spent above $0$ by a Brownian Bridge.
Jul
18
answered How to prove that max{$X_1$,…,$X_n$} is a sufficient statistic for $b$ in the Uniform distribution on$ [a,b]$
Jul
18
answered Angle between $(X,Y)$ and $(E(X), E(Y)) $ where X and Y are independent random variables.
Jul
18
answered What is the probability of going bankrupt in roulette?