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John
  • Member for 9 years, 5 months
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11 votes
Accepted

Non-Borel set in arbitrary metric space

4 votes

Manipulating continous random variables

4 votes
Accepted

Variance of infinite sum.

3 votes
Accepted

Inequality : Probability of infimum of a sequence of events

3 votes
Accepted

Probability of ordered sequence of Gaussian Distributions

3 votes
Accepted

Finiteness requirement regarding a statement on measures

3 votes
Accepted

Binomial within a multinomial distribution

2 votes
Accepted

Integration with respect to sum of signed measures.

2 votes
Accepted

How many people required to complete a job?

2 votes

Does double projection preserve lines?

2 votes
Accepted

Clarification in swapping limit and sum ($\lim_n \sum_{j \in S} g(j)$.

2 votes
Accepted

Show that this random variable is uniformly distributed in $\left(0,1\right)$

2 votes
Accepted

If all sections of M have measure zero then M has measure zero

2 votes
Accepted

Regularity of Baire measure

2 votes
Accepted

Compute the distribution of $S_{N_t}$

2 votes

If $Y_1=(X_1,...,X_l)$ then $\sigma(Y_1)=\sigma\left(\cup_{i=1}^l \sigma(X_i)\right)$.

2 votes

Probability Theory: Moment generating functions

2 votes
Accepted

prove if $(A_n)$ limit is $L$ then $(A_n)^2$ limit is $L^2$

2 votes

Reference request: Strong Law of Large Numbers for V-statistics

1 vote

Conditional Expectation of Two Random Variables - Integrals

1 vote

Proof that continuous functions that are equal almost everywhere are equal everywhere

1 vote
Accepted

Do I have to mention the sample space Ω = {ω} when I say random variable series {Xn} converge to the random variable X (specially a.s. convergence)?

1 vote

If $T$ is measure preserving and $X \circ T \le X \ a.s$, does $X = X \circ T \ a.s$?

1 vote

Show that this measure theory statement is closed under countable unions

1 vote
Accepted

Power of the integral of a Geometric Brownian motion

1 vote

Calculate exponentially distributed random number

1 vote
Accepted

Prove that $f(x,y) = \sqrt{x^2 + y^2}$ is continuous at $a=(3,\frac{1}{2})$

1 vote

Weak convergence of stochastic processes: $X_n(\cdot)$ converges to zero

1 vote
Accepted

How to understand the expression $\int_{t\in\mathcal{T}}Y(t)dI\{t\ge T\}$

1 vote
Accepted

Sigma-algebras generated by maps