daniel

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45 Answers

newest activity votes
6
Interesting Integral $\int_{-\infty}^{\infty}\frac{e^{i nx}}{\Gamma(\alpha+x) \Gamma(\beta -x)}dx$
5
Question about Ramanujan's proof of Bertrand's Postulate
6
On the number of integers with an even number of distinct prime factors
1
Volterra's Function - Context and History
5
How was the Fourier Transform created?
2
List of problem books in undergraduate and graduate mathematics
1
What is the difference in chance, based on foreknowledge of the resolution?
2
“How I wish I could calculate pi” analogs…
1
Complex numbers straight line proof
2
Proving an inequality for positive numbers $a, b, c$
2
Estimating the integrated Tchebychev function and calculating its error
3
Early history of lower bounds on the prime counting function
1
Average value of a complex valued function on a circle.
1
Can the $\Xi(t)$ function be extended this way?
0
How to translate Fourier transform table from f to simple omega?
7
Edmund Landau's Problems
3
Does anyone recognize this sequence?
2
Distribution of a first prime number bigger than $n^n$
1
Some ways to get a set of primes
1
Nagura's paper--can we substitute for the original upper bound?
1
Proof of the definition corollary of curl
2
Can I use PNT in this way?
1
convolution of signals
2
Proving inequality $\frac{a}{\sqrt{a+2b}}+\frac{b}{\sqrt{b+2c}}+\frac{c}{\sqrt{c+2a}}\lt \sqrt{\frac{3}{2}}$
2
Why does he need to first prove the sum of the $n$ integers and then proceed to prove the concept of arithmetical progression?
8
Open math problems which high school students can understand
6
Find exact area of a circle, possible?
8
Reference requests: Jitsuro Nagura
4
To prove : Perfect square
2
A good introduction to Prime Numbers
1 2