Linked Questions

I have a simple optimization problem with a linear, continuous constraint or a kinked constraint. The optimal solution is either a tangent point with f*<T or at the kink with f*=T. The standard ...

I'm currently optimising my code and I'm using a lot of loops, so I was wondering if there is a smarter or faster way to do things like: ...

This piggy-backs on my previous question: Parameter space search routine is too fast? I am looking for a fast way to evaluate a symbolic list over many points. So lets say I have a list of symbolic ...

I do not understand why the following simple expression is accepted using a browser (cloud option), but is not accepted using the installed software (desktop option) with the plan basic of Wolfram ...

Dynamic programming is a technique for avoiding the repeated computation of the same values in a recursive program. Each value computed is immediately stored. If the value is needed again, it is not ...

Can someone please tell me how can I learn to systematically optimize my Mathematica code to be faster? I have seen a blog about the same but have no idea where to ...

Are there any tools built into the latest version of Mathematica that would allow a user to run a profiler against packages? I have read this question, but there have been two releases since that ...

I'm facing a Problem in Mathematica, where I have to solve a large number of equations generated by an AppendTo. ...

I am trying to code a while loop that uses AppendTo to append the loop variable to an empty list. ...

I want to simulate the fresnel diffraction through circular aperture.But mathematica is taking forever to calculate.Here is my code. ...

What are the best practices to ameliorate time performance of Mathematica? As a practical example how we can decrease timing below? ...

I want to step-monitor at each time step of a spatio-temporal NDSolve (using the finite element method) the maximum bending of the function sampled over the curent mesh. For this I first need access ...

I am working with the following PDE, which is an advection-diffusion type equation. It describes the movement of a fluid-fluid interface inside an annulus of inner radius $R_1$ and outer $R_2$ under ...

I am optimising the random geometric graph generation ideas in this post. I need to generate a large number of random geometric graphs with probabilistic connectivity (soft random geometric graphs), ...

I consider myself a pretty good Mathematica programmer, but I'm always looking out for ways to either improve my way of doing things in Mathematica, or to see if there's something nifty that I haven't ...