I tried
L = Dokchitser(conductor=1, gammaV=[0], weight=1, eps=1)
L.init_coeffs('moebius(k)')
to get the Dirichlet series of the Moebius mu function. That didn't
work:
L(2); (1/(pi^2/6)).n()
0.0741344280534404
0.607927101854027
But maybe there is some other pole or something I need to
given a list of equality expressions, is there a way to remove all the
members that can be inferred by others in the list so that the final
list contains only independent expressions and they imply all the ones
that were removed.
For example
[x == 2, x^2 = 4] = [x == 2]
On May 6, 3:22 pm, tvn nguyenthanh...@gmail.com wrote:
given a list of equality expressions, is there a way to remove all the
members that can be inferred by others in the list so that the final
list contains only independent expressions and they imply all the ones
that were removed.
For
Well, I finally managed to install these packages, but mayavi seem
very flakey. Some example taken from the mayavi site work, others do
not.
Is there a list of updated sage examples for mayavi somehwhere? In
particular, are there any examples of plotting 3D data sets?
On May 6, 2:16 am, Jorge
Actually, never mind all that. Mayavi simply rufuses to work properly
on my system and the documentation on sage integration is just too
scant.
I will just have to make do with implicit_plot3d and the like. I was
wondering if there is any way of integrating an implicit_plot3d plot
and a slice
Hello Friends, thanks in advance for your help. I just installed sage
on my ubuntu desktop after dealing with sort of a problem with the
number of inodes in my file system.
It turns out that after starting the sage notebook the shift-enter
evaluation method doesn't work and it doesn't appear to
