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Guillaume F.'s user avatar
Guillaume F.'s user avatar
Guillaume F.'s user avatar
Guillaume F.
  • Member for 6 years
  • Last seen this week
12 votes

A function is uniformly differentiable if its derivative is uniformly continuous?

5 votes

How does one interpret the meaning of a stochastic derivative?

4 votes
Accepted

Equidifferentiable iff derivative is equicontinuous?

1 vote
Accepted

How to compute Harter's integral on article Tables of Range and Studentized Range

1 vote
Accepted

How to find $E[X \Phi(X)]$ with $X$ normally distributed?

1 vote

Joint distribution of exponential random variable conditional on their sum

1 vote
Accepted

Are probability measures induced by random variables always regular?

1 vote
Accepted

Proofs for consistency of estimating equations / M-estimators without a compact parameter space?

1 vote

Infinite sum of little o-p terms

1 vote
Accepted

Infinite sum of squared variables is bounded in probability, is the sum also bounded?

1 vote

Infinite sum of little-0 is a little-o?

1 vote

General Addition Rule for Probability extended to 4 events?

0 votes

If $f$ is uniformly differentiable then $f '$ is uniformly continuous?

0 votes

Seeking elegant proof why 0 divided by 0 does not equal 1

0 votes
Accepted

Equidifferentiability and Taylor series expansions

0 votes
Accepted

Sums of equidifferentiable functions are themselves equidifferentiable?

0 votes
Accepted

Taylor approximation of function in two variables

0 votes
Accepted

Conditions for $f(x_n,y_n) - f(x_0, y_n) \to 0$ if $(x_n,y_n) \to (x_0,y_0)$?

0 votes
Accepted

Why is the expression $\frac{I(x>\theta)}{I(x>\theta)}$ independent of $\theta$?

0 votes

Radon-Nikodym Derivative of a Mixed Distribution

0 votes
Accepted

If a product is bounded in probability, are the terms also bounded in probability?

0 votes
Accepted

Little Oh Pee calculus and event with probability going to zero

0 votes
Accepted

Delta Method when sequence might not converge

0 votes
Accepted

Taylor Expansion for Sequence of Functions

0 votes
Accepted

Delta Method generalized to two sequences of variables

0 votes
Accepted

Continuity and convergence in probability, two sequences case

0 votes

Density of a multivariate degenerate distribution?

0 votes

Condition for $\phi(x) = x - A^{-1} f(x)$ to be Lipschitz continuous?

0 votes

Is a Contraction also a Contraction under equivalent metrics?

0 votes
Accepted

Uniform consistency of a sum of functions with random weights?