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3 votes
1 answer
201 views

Solve an equation

I have this equation in terms of x0 and I need to find x0 in terms of Theta . ...
Ivin's user avatar
  • 61
0 votes
2 answers
220 views

Is it possible to calculate the desired area analytically?

I have the three two-variable curves $f,g,h$ with $0\leq x\leq \frac {\pi}{2} $ and $0 \leq y \leq \pi$ I use ContourPlot as ...
user avatar
0 votes
1 answer
129 views

How to solve two implicit functions with two variables and parameters

I have two functions given as; u[c_,d_] := Sinh[a b^2 c^2 + 3a b d] and v[c_,d_] := Log[a b^2 c^2 + 3a b d + d^2] - d. I want ...
BDG's user avatar
  • 31
5 votes
2 answers
317 views

Find maximum of the output from reduce

I am trying to reduce a function in two variables($n_1$ and $n_2$) whose domain is the set of Integers. I get a long list of pairs of values for these two variables(instead of a range). This could be ...
gaganso's user avatar
  • 295
3 votes
1 answer
106 views

Finding the slowest decay to a value for a 2D function

I have a function acf2[x,y] that describes the auto-correlation function of a simulated real surface, with a peak at the origin (...
L.Todhunter's user avatar
0 votes
1 answer
3k views

Finding the min and max values of a function and marking them on a graph using findmaximum/minimum

This is what i have so far to find the points that are zero and mark them on the graph. But i cant for the life of me figure out how to proceed. Only started using mathematica last week. I need to ...
DM Chris's user avatar
1 vote
0 answers
44 views

Minimizing roots of a transcendental equations [duplicate]

I'm trying to use the solution of FindRoot with parameters for further calculations. Annoyingly enough it always gives me trouble with replacing the parameters. As an example I'm attaching a simple ...
user13872's user avatar
2 votes
1 answer
174 views

Declaration of variables in large Linear Programming model with NMaximize

I want to solve a large LP problem using NMaximize. This is a small instance of my bigger problem: $$max \sum^{4}_{t=1}(\sum^{4}_{c=1} V_{c}*f_{c,t})\\ s.t\quad \...
user11444's user avatar