Questions tagged [nonlinear-programming]

Questions about the theory and numerical algorithms for optimizing (minimizing or maximizing) nonlinear functions, possibly subject to equality and/or inequality constraints.

147 questions
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Why is SQP better than Augmented Lagrangian for nonlinear programming?

In the technical report on Galahad[1], the authors state, in the context of general nonlinear programming problems, To our minds, there had never really been much doubt that SQP [sequential quadratic programming] methods would be more successful…
cjordan1
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Gradient of function after renormalization of variables

I have to minimize a function $f(\mathbf{x})$, where the vector $\mathbf{x}\in\mathbb{R}^n$ satisfies $|\mathbf{x}|=1$. So I tweaked the code of $f$ so that it renormalizes $\mathbf{x}$ as the first step, and this allows me to avoid adding the…
Ziofil
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minimization of normalized constrained quadratic function

I'm a computer science student. Please I need a help in solving a constrained normalized quadratic function. I'm familiar with solving quadratic constrained optimization function with matlab by providing a symmetric matrix and a vector as inputs for…
MahopeRam
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2D Multilateration with constraints as distance information

In my current problem, I am looking for an algorithm to reconstruct the position of multiple points in the 2D euclidean plane with incomplete distance information, $d_{ij}=||x_j-x_i||\in\text{dom}_a$. E.g. Information is: $x_i$: $\{d_{ii},d_{ij},…
Bort
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Software Implementing Jiles-Atherton

I have been doing much research on the internet to see if there was a FEM simulator that natively implemented the Jiles-Artherton model whether it be commercial or open source So far, my conclusion is that there is none. Before I make a final…
philm
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Optimization for differential and nonlinear system

I want to minimize a cost function for a differential-nonlinear system (dynamic). Is it possible to use this software? How can I do it? Best regards, Haniye
haniye
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