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I want to simplify the followingGamma[1 + d - k]given the constraint that 1 + d - k is a positive integer. I have tried usingFullSimplify[Gamma[1 + d...
Asked on 09/26/2021 by cp250
1 answerI need to improve the performance of my fit. Below you can find the data I am usingabs0={{1.49578, 0.00509411}, {1.49758, 0.0022425}, {1.4994, 0.00329417}, {1.50121, -0.00082697}, {1.50303, ...
Asked on 09/26/2021
0 answerThis question is a follow up question to Exporting Summary Boxes. When cutting away the "Head" of a summary box is there a better way than doing the...
Asked on 09/26/2021 by Gladaed
1 answerIs it possible to get this:{(x1,y1),(x2,y2),(x3,y3)......} -> This is a list of pairs. Not a list of list. x would be the input into a function, y would be the...
Asked on 09/26/2021 by germany1915
0 answerI'm trying to solve a $2n$ system of ODEs. The equations have the following form$$frac{dx_i}{dt}=y_i-sum_j(x_j-1)$$$$frac{dy_i}{dt}=-y_i+frac{1}{1+exp(x_i(y_i-sum_{jneq i}y_j))}$$ can anyone please assist on a convenient way in...
Asked on 09/26/2021
0 answerHas anyone tried to make wolfram engine work with mBlock user interface? I thought I saw a webpage once but can’t find it again....
Asked on 09/26/2021 by boobami
1 answerIs it possible to obtain the region inequalities from a mesh file (vtk-file). On gmsh I build a Sphere, and with Mathematica I would like to obtain the analytics...
Asked on 09/26/2021 by F.Mark
0 answerI have tried the wave front of a twisted light that has a helix shape, to describe the wavefront i try to the confine it to the $cos[ell phi...
Asked on 09/26/2021
1 answerIf $K$ is a given cone in $mathbb{R}^3$ which passes through origin, the dual cone $K^*$ is defined as $K^*={mathbf{x}inmathbb{R}^3 big| ,, mathbf{x}cdotmathbf{y}ge 0 ,, forall yin K}$....
Asked on 09/26/2021
2 answerI asked the three-dimensional version of this problem here which lead to a trivial solution. I have now tried it in 2-D $$frac{partial theta_h}{partial x} + b_h (theta_h...
Asked on 09/25/2021
0 answerGet help from others!
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