Hello,
when I print a univariate polynomial using
print(P)
then it is printed with descending order of the degrees, for example as
X^2 + 2*X + 1
Is there a way to print it using ascending order of the degrees, i.e as
follows?
1 + 2*X + X^2
And is the same possible using the latex output fun
Hello Simon,
On Mon, Jan 30, 2012 at 05:02:24AM -0800, Simon King wrote:
> Hi Oliver,
>
> On 30 Jan., 11:24, Oliver Block wrote:
> > I do not understand why "Univariate Polynomial Ring in x over Rational
> > Field" is not in "Category of vector spaces over R
Hi Simon,
On Sun, Jan 29, 2012 at 10:37:22PM -0800, Simon King wrote:
> That's to say: You don't simply want a function, but you want a
> morphism of modules over the base ring, isn't it?
Yes, this is what I wanted to say. And it should fulfill the Leibniz
rule on elements of the ring (the module
Hello,
I would like to define a function d from polynomial ring to itself (in
the easiest case) that is linear over the base ring and fulfills the
Leibniz rule, i.e. for all p,q in the Polynomial ring I want that d(p*q)
= d(p)*q + p*d(q). I would like to do this by specifying the image of
the gene
On Mon, Feb 23, 2009 at 05:40:39AM -0600, Jason Grout wrote:
[...]
> Yes, that is correct. When someone calls plot(h(f), 0, 20), then h is
> evaluated at f first, so if f was 10, then plot(h(f), 0, 20) is exactly
> the same as plot(0, 0, 20). In order to call h with the numeric values
> betw
Dear Stefanie,
On Mon, Feb 23, 2009 at 11:55:27AM +0100, Stefanie Schmidt wrote:
[...]
> G=plot(h(f), 0, 20)
> G.show()
Although I am not a sage expert, I would say, you want the
following:
G=plot(h, 0, 20)
G.show()
Do not give an argument to h.
Best regards,
Oliver
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