... or when s/he
is clever then they would also try tab completion.
Yes that's what I mean:
x.(TAB):
...
x.save x.simplify_radical x.step
x.seriesx.simplify_rational x.subs
x.show x.simplify_real
Hi Ralf,
On 2015-04-01, Ralf Stephan gtrw...@gmail.com wrote:
Symbolic series is what the user often encounters first when looking in
Sage for power series.
I disagree with that statement. A user who wants to know how to do
something in Sage is supposed to search the documentation, or when
On Wednesday, April 1, 2015 at 10:57:35 AM UTC+2, Simon King wrote:
In fact, even though I am a somewhat experienced Sage user, I didn't
even know that symbolic series exist.
And they are at the moment the only way to get the formal series expansion
of any nontrivial function.
To repeat: I
On Wednesday, April 1, 2015 at 10:57:35 AM UTC+2, Simon King wrote:
Hi Ralf,
On 2015-04-01, Ralf Stephan gtr...@gmail.com javascript: wrote:
Symbolic series is what the user often encounters first when looking in
Sage for power series.
I disagree with that statement. A user who wants
On Wednesday, April 1, 2015 at 2:07:34 PM UTC+2, Fredrik Johansson wrote:
Perhaps confusingly,
http://www.sagemath.org/doc/constructions/calculus.html#power-series
offers .taylor() and .powerseries() without mentioning .series() or Sage's
PowerSeries.
Thanks. I attempted an improvement:
