Linked Questions

I am not very experienced with Compile, I tried to use it for a Meijer-G function ...

First question，How to Compile this？ gather[data_]:=Gather[data, Mod[#1, 3] == Mod[#2, 3] &] I dont know why this is wrong. ...

Consider this code: ...

How to compile this function or any function that uses lists and Part[] ? f[x_?NumberQ] := FindRoot[x == Sin[t] - t, {t, 1}][[1, -1]];

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 ...

What are the best practices of compiling functions? I understand that this is a vague question, but let me list some aspects that might trigger useful answers. Some of these have already been answered ...

I really miss having something like a struct in Mathematica. I know of (and regularly use) a couple of programming techniques which feel like a ...

I want to write simple code that will list all numbers from $1$ to $n$ that are not multiples of $4$. And in this case I consider that ...

I thought I'd share some code in the form of a self-answered question, but other answers are of course welcome. Drop shadows are a familiar visual effect, giving the impression of a graphical element ...

Consider a list, AK6, that has 382 sublists of length varying from 2500 to 3000. Each "subsublist" is as such : ...

Since Internal`Bag, Internal`StuffBag and Internal`BagPart can be compiled down, it is a ...

Mathematica has a lot of very useful undocumented features. For example a hash table, a built-in list of compilable functions, additional options to CurrentValue, ...

Recently, Oleksandr kindly showed a list of Mathematica commands that can be compiled. RandomVariate was part of that list. However, whether this can be compiled depends upon the distribution that is ...

With r = RotationMatrix[a, {x, y, z}] I can compute a 3D rotation matrix from its axis/angle representation. Given a 3D rotation matrix ...

The question is clear and is inspired by this question and the first comment on this question. Although there are many tricks for parallelizing things that are not ...