Well, if you look at the Mathematica code they do at least as much
work as I do to get all that. The one thing that I think makes sense
to add to Sage is maybe the gridlines option, which could well be in
matplotlib and just needs to be accessible. I know Mike Hansen and A.
Bergeron tried recen
> Here's a first attempt at imitating your first link:
Thanks, Marshall! Far more than I was expecting - it looks very nice.
>
> {{{
> var('x,y')
> ngamma = n(euler_gamma)
> def dirich(r):
> return r*log(r)+(2*ngamma-1)*r
Right, this can't be simplified. Neither can the interact part,
eith
Here's a first attempt at imitating your first link:
{{{
var('x,y')
ngamma = n(euler_gamma)
def dirich(r):
return r*log(r)+(2*ngamma-1)*r
def lattice_pts(r):
tab = [[i,j] for i in range(1,ceil(r)) for j in range(1,ceil(r))]
tab2 = [q for q in tab if q[0]*q[1] <= r]
return tab2
@
