Tagged Questions
1
vote
0answers
259 views
$\int^{\infty}_{0}x^{r +s- 1}(1 + x)^{-s}(1 + x^2)^{-\frac{rm}{2}}dx$
I'm trying to solve the integral
$\int^{\infty}_{0}x^{r +s- 1}(1 + x)^{-s}(1 + x^2)^{-\frac{rm}{2}}dx$,
where $s$, $r$ and $m$>1 are positive integers.
My question is whether a closed form ...
-1
votes
5answers
278 views
Cryptography in Maple and Mathematica
Is Maple or Mathematica preffered over the other for Cryptography/Number Theory? What are the advantages for each in terms of this area of mathematics?
Also could someone compare and contrast ...
3
votes
2answers
182 views
Visualization of Cantor set by Mathematica or Maple!
We all know what it is the Cantor set. The Cantor set is created by repeatedly deleting the open middle thirds of a set of line segments. One starts by deleting the open middle third $(\frac{1}{3}, ...
0
votes
2answers
103 views
Integrating with vector coefficients in Maple
I'm trying to use Maple to do something like this integral:
$\displaystyle\int \frac{a\mu-b}{||a\mu-b||^3} \mathrm{d}\mu$
Where $a, b$ are vectors and $\mu$ is a scalar I'm integrating by. But I ...
-1
votes
0answers
127 views
How to write in Mathematica this same code from Maple [closed]
I have one problem with exportation results from Mathematica. Two matrices A and B have to be exported in special form.
These two codes make a list of data exported from Maple.
It is important that ...
2
votes
1answer
829 views
A series solution of the differential equation: $\frac{d^2u(x)}{dx^2}+ u(x)^n = 0.$
Consider the differential equation
$\frac{d^2u(x)}{dx^2}+ u(x)^n = 0.$
Let the solution be
$u(x) = u_0(x) + p u_1(x) + p^2u_2(x) + \cdots +p^m u_m(x).$
Now we are interested in substituting the ...
