Hi Johannes,
On 2013-05-24, Johannes wrote:
> I'm don't have a a good understanding of the sage category system, but
> if somebody could give me an introduction or link, I'll have a deeper
> look at it.
There is a thematic tutorial found at
SAGE_ROOT/devel/sage/doc/output/html/en/thematic_tuto
Hey,
Maybe I should specify my problem:
I have given a polynomial ring in (at least) three variable over QQ or
even better over CC (or some other algebraic closed field).
I want to look at two different, but somehow related problems:
With S = CC[x_1,...x_n], let M be a rank 1 S-module. Let
On 24.05.2013 16:41, Simon King wrote:
Hi Johannes,
On 2013-05-22, Johannes wrote:
is it implemented to create submodules of QQ['x,y,z'] as module over
itself?
I know it works for QQ['x'] or ZZ.
Perhaps you could show us what you do to make things work for QQ['x']
or ZZ, because I do *no
On May 22, 2013, at 11:46 PM, Johannes wrote:
> Hi,
> is it implemented to create submodules of QQ['x,y,z'] as module over itself?
> I know it works for QQ['x'] or ZZ.But I don't know how to do this in the case
> of QQ['x,y,z'].
> If it's not possible, where and what are the problems? Or is ther
Hi Johannes,
On 2013-05-22, Johannes wrote:
> is it implemented to create submodules of QQ['x,y,z'] as module over
> itself?
In other words, you have an ideal, and it acts on itself by
multiplication and addition.
> I know it works for QQ['x'] or ZZ.
How? Ideals are not even properly implemen
