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Questions tagged [constraint]

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1 vote
0 answers
42 views

TimeConstrained and optimization

I am trying to understand why wrapping TimeConstrained[] around optimization, e.g., MinValue[] can sometimes fail. To reproduce ...
Aharon Naiman's user avatar
2 votes
2 answers
92 views

Mathematica LinearSolve with additional constraints

I want to solve a linear Matrix equation over GF(2). I am currently using Mathematica's LinearSolve[A,B, Modulus->2] function to solve for X in the equation AX = ...
clearski's user avatar
4 votes
1 answer
178 views

Using mathematica to find the equation of curves, by providing images, providing constraints, or both

By "collaborate", I mean to give some instructions or constraints. Consider the following curves: (as examples, only to illustrate my question in a better way): Curve (I): Assume it is f ...
Hussain-Alqatari's user avatar
0 votes
1 answer
86 views

Maximization subject to constraints

I want to solve for parameters and not specific values. ...
CarS's user avatar
  • 1
4 votes
0 answers
54 views

Find perspective projection matrix under constraints

I have taken a photo (with a rectilinear lens) of a house's outside wall that sits on top a roof, from which I wish to take measurements from. However, to do so I would need to correct the perspective ...
小太郎's user avatar
  • 223
0 votes
1 answer
79 views

Solving for Lagrangian multipliers with additional assumptions

I want to solve the Lagrangian with two multipliers $\lambda_1$ and $\lambda_2$, but with an additional convexity assumption. However, when I solve it case by case under such an assumption, I get 0 as ...
Lizy Jackson's user avatar
3 votes
1 answer
227 views

Two-directional vibration of Euler–Bernoulli beam with Lagrange multiplier

Background I'm going to investigate a beam-pendulum coupling system (in this question I won't consider the pendulum though), that is, a spherical pendulum is suspended on the tip of a cantilever beam. ...
rnotlnglgq's user avatar
  • 3,740
1 vote
1 answer
69 views

Find an instance satisfying equation

I have the following equation with two variables xi and nu. ...
Dotman's user avatar
  • 496
0 votes
0 answers
40 views

NonlinearModelFit with NMinimize Submethods and Selective or Mixed-Head Constraints

Problem: I believe I've found a two related bugs associated with using NonlinearModelFit while making a Method call to NMinimize's submethods, e.g. "RandomSearch" and "...
Ghersic's user avatar
  • 1,157
0 votes
0 answers
31 views

Adding constrains in a SYM function "Classicalsymmetries"

Please help me add constrains on my code. The function runs perfectly fine without the constrains but it gives me 7 cases and I only need one where all the constrains I have hold. This is the code ...
Ms Me's user avatar
  • 1
0 votes
0 answers
52 views

Identify a condition among variables that satisfy an inequality

I have a symbolic function that produces the output a = (1 - e - mu/n) Log[(1 - e - mu/n)/(1 - mu/n)] + (e + mu/n) Log[((e + mu/n) n)/mu] If I substitute ...
Dotman's user avatar
  • 496
0 votes
0 answers
53 views

Problem maximizing a function

I have a problem maximizing the following function: ...
blo's user avatar
  • 1
1 vote
1 answer
68 views

Error with NMaximize: "The following constraints are not valid" which disappears if the objective is changed

I am trying to optimize under constraint using NMaximize, however the constraints are flagged as invalid. I could not see the problem with the constraints so I ...
Cryme's user avatar
  • 133
1 vote
1 answer
119 views

Finding the maximum of a non-linear function symbolically

I have the function $$f(x,\alpha) = x^\alpha - \frac{x^2}{2}$$ where $x>0$ is the main variable of interest and $\alpha \in (0,1)$ is the parameter of curvature: ...
Gorkem Aksaray's user avatar
0 votes
2 answers
56 views

Constraints in a set of equations

I am currently working on a system of equations that is subject to a determinant constraint. Specifically, I have a matrix $B$ with $\det(B) = 0$, and I aim to construct a linear combination of its ...
Albus Black's user avatar

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