I want to create a neat table of the factorization of several polynomials
of the form [image: x^n-1] in the ring Z/3Z [x].
This is my code, which I am using inside of a Jupyter notebook that works
as expected:
R = IntegerModRing(3)
x = PolynomialRing(R, 'x').gen()
rows = []
for k in range(1,10):
f = x^k - 1
factor = f.factor()
rows.append((f,factor))
table(rows, header_row=["Polynomial ", "Factorization"], frame=True)
However, the output produced is ugly and looks like the one in the
attachment; it leaves a lot of space on the right but the factorization is
spread across multiple rows. How can I ask Sage to place each factorization
in the right column on a single line.
Also is it possible for me to write [image: x^k-1] for various powers of
[image:
k] in latex in place of [image: x^k+2]. i.e. I want to write -1 wherever
there is a 2 in the left column. Sure I can do this with print, but the
output won’t be Latex rendered.
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