Question about using about polynomials.jl

[jverzani]

So, Polynomial.roots will not be suitable for degrees above 50 or so, if even. The AMRVW package can do much better, but for your problem a specialized algorithm is likely the way to go. The RealPolynomialRoots package is intended to this, but doesn't scale to large polynomials well, as it doesn't have some more asymptotically efficient algorithms implemented (just naive ones). So... I'd suggest trying Nemo (https://nemocas.github.io/Nemo.jl/v0.13/polynomial.html#Root-finding-1) which uses the arb library under the hood and has the isolating algorithms you likely need.

[lesobrod]

Aha, thank you very much!