is r3[13], not r3[0].
sage: a1r3=r3[13]
sage: a1r3.to_weight_space()
2*Lambda[1] - Lambda[2]
sage: a1r3.to_simple_root()
1
sage: a1r3==a1r1
True
sage: a1r3==a1r2
True
On Wednesday, July 27, 2016 at 4:26:06 AM UTC-4, Joseph Hundley wrote:
>
> I've been looking around in the documen
sage --docbuild html
produces many errors that look like this
*[tensor ]* *Extension error:*
*[tensor ]* Could not import extension sage_autodoc (exception: cannot
import name sage_formatargspec)
Build finished. The built documents can be found in
I've been looking around in the documentation for root systems. It's not
clear to me whether the individual roots in the system are accessible
objects. For example, I can take the root system F4.
sage: rs=RootSystem("F4")
sage: r1=rs.root_lattice().positive_roots()
sage: