[sage-devel] Re: Issue with Sage's Hilbert polynomial algorithm

2019-07-04 Thread Simon King
Hi Grayson, On 2019-07-03, Grayson Jorgenson wrote: > Check that :trac:`27483` is fixed:: > > sage: P. = PolynomialRing(QQ) > sage: I = Ideal([x^3, x*y^2, y^4, x^2*y*z, y^3*z, x^2*z^2, x*y*z^2, > x*z^3]) > sage: I.hilbert_polynomial(algorithm='singular') > 3 > > Was this meant to

[sage-devel] Re: Issue with Sage's Hilbert polynomial algorithm

2019-07-03 Thread Grayson Jorgenson
Hi Simon, Thanks for making a ticket. I'd be happy to help with the fixing/reviewing. And sorry I misspoke: hilbert_polynomial does have Sage algorithm examples, I was meaning to refer to just the test added for 27483: Check that :trac:`27483` is fixed:: sage: P. = PolynomialRing(QQ) s

[sage-devel] Re: Issue with Sage's Hilbert polynomial algorithm

2019-07-03 Thread Simon King
Hi Grayson, On 2019-07-03, Grayson Jorgenson wrote: > I found ticket 27483 which seems to be dealing with a similar bug, but I'm > using Sage 8.9 beta1 and their changes seem to be present in my version so > it seems the fixes there do not address this issue (I think this ticket was > merged i