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Nov
14
reviewed Approve suggested edit on Breaking down the co power of a topological space
Nov
13
reviewed Reviewed every arithmetic progression contains a sequence of $k$ “consecutive” primes for possibly all natural numbers $k$?
Nov
13
reviewed Close Oldest photographed mathematician
Nov
13
reviewed Close Closed form of the sum involving product of 4 binomial coefficients
Nov
10
reviewed Close How to solve definite integral involving exponential function
Nov
10
comment How to solve definite integral involving exponential function
The question shows no research effort.
Nov
10
comment How to solve definite integral involving exponential function
You mention that you want to perform some analysis on f. Most of the time, this can be done without getting a "closed form". So, your real question is about properties of this function, not about the closed form.
Nov
10
reviewed Close Looking for the name of an infinite sequence
Nov
10
reviewed Close Exploiting the Linearity of the Pullback
Nov
5
comment Probability of each edge in K-clique
My point is not so much that assisting a cheating student is unethical, but that the questions that are not on the level appropriate for MathOverflow (as defined in Help Center) should not be encouraged by being answered.
Nov
5
comment Probability of each edge in K-clique
I vote down as MO should not be a place where a solutions to standard exercises are given.
Nov
5
comment Probability of each edge in K-clique
This is not a research-level question, being a standard exercise. I vote to close as being off-topic for MO.
Oct
31
reviewed Close Construct the best piece-wise linear continuous function fitting given curve
Oct
31
reviewed Close Difference between ZFC and ZF+GCH
Oct
31
comment Sylow-subgroups of the group of units of a finite field
Sometimes (p-1)/2 is a prime, sometimes it is not. Conjecturally, the former happens infinitely often. There is no universal answer. Probably you should explain what you are looking for, and why, so that we can help. Are you interested in a worst case? Then define "worst". Are you interested in average-case behavior, then what are you averaging over, p or n, etc.
Oct
31
reviewed Reviewed Estimating a sum
Oct
24
reviewed Close Is there any algorithm to decide whether a series with integral coefficiens is a algebraic function?
Oct
24
reviewed Reviewed How to solve $e^{f(x)} + a f(x) + bx = 0$
Oct
24
comment How to solve $e^{f(x)} + a f(x) + bx = 0$
Probably you should explain why the usual methods (such as Newton's iteration, etc) for numerical solution of equations are inadequate for your purposes. Otherwise, I think this question is more suitable for math.stackexchange.com (see Help Center for more information).
Oct
22
reviewed Close Number of graphs with n vertices and k edges up to isomorphy