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0 votes
0 answers
54 views

Finding values of constants for which 1st and 2nd order derivatives of a function vanish

I'm trying to find critical values of some constants $v_c$ and $T_c$, for which holds the equality below: $$\bigg(\frac{\partial P}{\partial v}\bigg)\biggr\rvert_{v=v_c,\; T=T_c}=0,\quad \bigg(\frac{\...
AlexSok's user avatar
  • 27
1 vote
2 answers
181 views

How to find the equation of a curve which is not symmetric [closed]

I need to find the equation of f1(x) by these three points (5,4) (2,5 , 0) (0, 1,5). I think it is not a standart symetric parabola.
Dimitar Kazakov's user avatar
1 vote
1 answer
85 views

Find binary vector within fixed distance to reference vector that maximizes the number of distances to a set of vector that are below a threshold

Input: A binary reference vector $r$, a multi-set of binary vectors $S$, and a distance function d between binary vectors of equal length. Assume that $r$ and all vectors in $S$ have the same length. ...
B A's user avatar
  • 35
0 votes
1 answer
90 views

Real valued solution

I want to obtain the critical points or if you like a real solution for the first derivative of the function set to zero, and the second derivative also vanishes of the function : ...
mester Friendالمميز's user avatar
1 vote
2 answers
75 views

Find min value of a complex Root function [closed]

Could someone tell me how to obtain the min value of this function when lambda is between 0 and 1: ...
Jethro's user avatar
  • 11
1 vote
1 answer
132 views

Find the maximum of a given function

I calculate a target function f about two variates a and b. ...
Super Loop's user avatar
4 votes
1 answer
583 views

My model has not finished evaluating in more than a day so can't test if it works, what is wrong with it?

Hello I have this modified monocentric city model that I have been working on for a while. Sorry for the long post, I wanted to add the whole code, because it's all connected. My suspicion is that it ...
Victor Nielsen's user avatar
0 votes
0 answers
107 views

Simplification of long trigonometric expression taking a long time

I have tried to Simplify as well as FullSimplify a long trigonometric expression to get a simplified form of the expression but it takes a very long time almost hours and sometimes it also shows error ...
Sangeeta Dey's user avatar
1 vote
1 answer
242 views

How to numerically solve an equation

I would like to solve for $r_2$ the following two (independent) equations: $x_{Min}(a,b,c,r_1,F)=x_{Max}(a,b,c,r_2,F)$ (1) and $x_{Min}(a,b,c,r_2,F)=x_{Max}(a,b,c,r_1,F)$ (2) where $a$, $b$, $c$, $r_1$...
Lednacek's user avatar
0 votes
0 answers
65 views

extremum points

I'm trying to find Min and Max points of the polynomial below, but it seems that the expression is very complicated to mathematical, I've tried a numerical function, such as NMinimize, NRoots, Solve, ...
TTT's user avatar
  • 57
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
2 votes
3 answers
270 views

How to prove or disprove an inequality with Mathematica?

I mean there exist $\lambda>0, x\in \mathbb R$ s.t. the inequality $$ \frac{3^{\lambda } e^x+e^{3 x}+1}{2^{\lambda } e^{2 x}}<\frac{1}{10^{100}}$$ is valid. Here are my unsuccessful attempts. <...
user64494's user avatar
  • 27.3k
0 votes
1 answer
181 views

How to find the value which minimises the residual sum of squares

I have 3 equations with 3 parameters(unknowns). I would to solve it using newton raphson method. I want to use initial values (parameters) for the Newton Raphson procedure as the value (parameters) ...
Deepthy Gs's user avatar
0 votes
0 answers
36 views

Which result is more reliable in NMaximize in the given code? with `WorkingPrecision` or without it?

I have two functions $ f(x,y) $ and $ g(x,y) $ over the domains $ 1<x< 2$ and $0<y<\pi$. I use ContourPlot to ses those values of $(x,y)$ for which $g(...
math2021's user avatar
  • 749
0 votes
2 answers
216 views

How to calculate the maximum value of $x $ which satisfy the conditions $g(x,y)=0$ and $f(x,y)>1$?

I have two functions $ f(x,y) $ and $ g(x,y) $ over the domains $ 1<x< 2$ and $0<y<\pi$. I use ContourPlot to ses those values of $(x,y)$ for which $g(...
math2021's user avatar
  • 749

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