Open jakobkroeker opened 9 years ago
Since the monomials are not well ordered by this ordering, why should it finish?
On Thu, Jun 4, 2015 at 9:43 PM jakobkroeker notifications@github.com wrote:
R = ZZ[x_1..x_3, MonomialOrder=>{RevLex}, Global =>false ]
I = ideal(-2+9_x_1^3,-1+3_x_1^2)
gI = ideal gens gb I; -- takes a lot of time, probably does not finish
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This completes the GB internally, and then hangs during minimalization. I'll look into it.
It turns out that local ring computations over ZZ are not implemented: the minimalization routine called does not work in this case. Eventually, we should add this. Should we give an error now (local term orders in polynomial rings over ZZ not yet supported?), or is it important enough to do right now?
It turns out that local ring computations over ZZ are not implemented: the minimalization routine called does not work in this case. Eventually, we should add this. Should we give an error now (local term orders in polynomial rings over ZZ not yet supported?), or is it important enough to do right now?
ask users in Macaulay2 forum?
I'm fine with an error for now (release 1.8)
Presumably, if any wanted it before now, they would have told us before now.
On Fri, Jun 5, 2015 at 12:00 PM jakobkroeker notifications@github.com wrote:
It turns out that local ring computations over ZZ are not implemented: the minimalization routine called does not work in this case. Eventually, we should add this. Should we give an error now (local term orders in polynomial rings over ZZ not yet supported?), or is it important enough to do right now?
ask users in Macaulay2 forum?
I'm fine with an error for now (release 1.8)
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