Paul Breiding

Hi guys, I'm sorry that my inactivity in updating HC.jl has caused such a big discussion. The reason for the delay was that at the same time I became the...

Hi, I think what you are looking for is the code in this [example](https://github.com/JuliaHomotopyContinuation/HomotopyContinuation.jl/blob/1f344bd2efb76d8dfb0b89b0baab4f76b0917ccf/test/tracker_test.jl#L49). The vector `Xs` in that example contains all points computed along the homotopy. This works for...

That would be: ``` @var x a y b F = System([x^2 - a, x * y - a + b], [x, y], [a, b]) tracker = Tracker(ParameterHomotopy(F, [1, 0],...

Yes, `BifurcationKit.jl` is probably the way to go. Nevertheless, if you want to track the circle, it can be done but requires some work. Parameter homotopies are always of the...

I don't think there is a direct way so far. Sorry!

> I tried replacing the parametrization x^3-8-p=0 with the parametrization q*(x^3-8)-p=0, and indeed all 3 solutions are recovered. (code below.) I guess it would be nice if there were a...

For instance, this finds all 3 solutions (because the loops are now big enough): `S = monodromy_solve(F, parameter_sampler = p-> 10 .* randn(ComplexF64, length(p)))`

This is odd given that some [tests](https://github.com/JuliaHomotopyContinuation/HomotopyContinuation.jl/blob/main/test/solve_test.jl) include testing threading. I will look into it later this month (I have no time to do it earlier, sorry...). Thanks for noticing.

@AayushSabharwal Can you run the code on your computer using #598? I use threading and `solve` terminates.

The problem is that I can't reproduce this error (and hence not fix it). Here is my `versioninfo()`: ``` Julia Version 1.10.4 Commit 48d4fd48430 (2024-06-04 10:41 UTC) Build Info: Official...