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visits member for 3 years, 11 months
seen Jul 3 at 21:05

Aug
8
reviewed Close Conditional on the sum or positive random variables
Aug
8
reviewed Close Prove that $n! \geq 2^{n-1}$ for $ n\geq1$
Aug
8
reviewed No Action Needed How to approximate unknown two-dimensional function?
Aug
8
reviewed No Action Needed Trouble with gradient intuition
Aug
8
reviewed Reviewed How do I determine if the set of triples of all real numbers on $\mathbb{R}$ is a vector space.
Aug
8
reviewed Approve suggested edit on Prove that $n! \geq 2^{n-1}$ for $ n\geq1$
Aug
8
reviewed No Action Needed Need a formula for curve.
Aug
8
reviewed No Action Needed 1- forms on a torus
Aug
8
reviewed Leave Open Geometry to the inhabitants of a particular space
Aug
8
reviewed Approve suggested edit on Matrix Operation
Aug
7
reviewed Close A question about infinity
Aug
7
reviewed Close 12 side dice. Roll to first odd cumulative sum. What is the most likely odd number to appear?
Aug
7
reviewed Looks OK Is function $y=\tan x$ uniformly continuous in the open interval $(0,\pi/2)\;?$
Aug
7
reviewed Approve suggested edit on $\int_{I^n}(\min_{1\leq i\leq n} x_i)^a dx$
Aug
7
reviewed Leave Open Assume that the probability is $\frac12$ that a child born is a boy
Aug
7
reviewed Approve suggested edit on Positive semi-definite matrix problem
Aug
7
reviewed Approve suggested edit on Assume that the probability is $\frac12$ that a child born is a boy
Aug
7
reviewed Close Prove that $||x|-|y|| \leq |x-y|$
Aug
7
reviewed No Action Needed Of the 60 ppl who went to a cash register 10 had blond hair and 15 had black hair, and 35 had red hair.
Aug
7
reviewed No Action Needed How does one search intelligently for solutions of a Diophantine equation?