I’ve just read the two functions there by that footnote, `reaching_copies_meet`. I have so much code review feedback just on code style, before we even get into functionality. And it’s like 20 lines. (The function shouldn’t return an error set, it should take an allocator, the input parameter slices should be const, the function shouldn’t return either the input slice or a newly allocated slice.)

It’s interesting how Zig clicked for me pretty quickly (although I have been writing it for a couple of years now). But some of the strategies of ownership and data oriented design I picked up writing JavaScript. Sometimes returning a new slice and sometimes returning the same slice is a problem for memory cleanup, but I wouldn’t do it even in JavaScript because it makes it difficult for the caller to know whether they can mutate the slice safely.

I suspect that there’s a way to write this algorithm without allocating a temporary buffer for each iteration. If I’m right that it’s just intersecting N sets, then I would start by making a copy of the first set, and on each iteration, removing items that don’t appear in the new set. I suspect the author is frustrated that Zig doesn’t have an intersect primitive for arrays, but usually when the Zig standard library doesn’t have something, it’s intentionally pushing you to a different algorithm.