I'm a Ph.D. student, working on limit theorems of probability theory.

  1. When I edit a post, I suggest the owner to check whether I didn't change the meaning.

  2. The less detailed is the OP (attempts, etc...), the less my answer will be.

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13h
reviewed No Action Needed One-One Correspondences
16h
revised History of convolution
added 3 characters in body; edited tags
16h
comment Uniform convergence in distribution
@Sudheer Write the difference under the same integral, then use $|\int|\leq\int||$.
16h
comment Computing conditional expectation $E(U^V|U)$
@Rhjg "$E[Y\mid X]$ is the unique random variable (up to the almost everywhere equality) which is $\sigma(X)$-measurable and such that $E[Y 1(A)]=E[E[Y\mid X]1(A)]$ for any $A$ in $\sigma(X)$."
20h
reviewed Close Does $\sum_{n=1}^{\infty}a_k^2<\infty$ imply $\sup_{n\in \mathbb{N}}na_n<\infty$?
20h
reviewed Reviewed Finite Element Formulation for first order pde (or any odd order pde)
20h
revised Finite Element Formulation for first order pde (or any odd order pde)
added 6 characters in body
20h
reviewed No Action Needed Right coordinates of a slanting line when slope is zero and left coordinates never changed after transformation
20h
answered Computing conditional expectation $E(U^V|U)$
22h
reviewed Leave Open At least $500$ of the $25,000$ students in a school come from the same state
22h
reviewed Close Measure theory : Lebesgue outer measure.
22h
reviewed Leave Open Problem with simplifying $\frac{(3+h)^2-9}{(3+h)-3}$
22h
reviewed Leave Open Why is this triple product zero?
22h
reviewed Close Give the three numbers that form a geometric sequence.
22h
reviewed Close Prove an upper bound
22h
reviewed Close Almost sure uniform convergence
22h
reviewed Looks Good Flip a coin 6 times. What is probability of at least 4 heads?
23h
reviewed Looks Good Flip a coin 6 times. What is probability of at least 4 heads?
1d
revised Kernel of a bounded linear operator on a normed linear space need not be closed or open?
edited body; edited tags; edited title
1d
reviewed Close Evaluate the improper integral $\int_{0}^{\infty}{f(x)-f(2x)\over x}dx$, where $\lim_{x \to \infty} f(x) = L$
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