On Tue, 8 Dec 2009 21:57:30 -0800
Robert Bradshaw wrote:
> > On Wed, Dec 9, 2009 at 12:44 PM, Nick Alexander
> > wrote:
> >> You need to subclass sage.symbolic.function.SFunction. I don't see
> >> many examples, so here is a minimal one:
> >>
> >> from sage.symbolic.function import SFunctio
On Dec 8, 2009, at 9:47 PM, Mike Hansen wrote:
> Hello,
>
> On Wed, Dec 9, 2009 at 12:44 PM, Nick Alexander
> wrote:
>> Implementing a particular symbolic function is not outlandishly
>> difficult, thanks to the tireless work of Burcin Erocal and Mike
>> Hansen. (Apologies to any contributers
Hello,
On Wed, Dec 9, 2009 at 12:44 PM, Nick Alexander wrote:
> Implementing a particular symbolic function is not outlandishly
> difficult, thanks to the tireless work of Burcin Erocal and Mike
> Hansen. (Apologies to any contributers I have forgotten.)
>
> You need to subclass sage.symbolic.fu
On 8-Dec-09, at 8:59 PM, Dan Drake wrote:
> On Tue, 08 Dec 2009 at 10:44PM -0300, Pablo De Napoli wrote:
>> I'm trying to do some computations with Bessel functions using Sage.
>> Unfortunately, they don't seem to behave like other functions. For
>> example:
>> to get the plot of the sine funct
On Tue, 08 Dec 2009 at 10:44PM -0300, Pablo De Napoli wrote:
> I'm trying to do some computations with Bessel functions using Sage.
> Unfortunately, they don't seem to behave like other functions. For example:
> to get the plot of the sine function over the interval (0,100)
>
> plot(sin(x),(x,0,1
Hi
I'm trying to do some computations with Bessel functions using Sage.
Unfortunately, they don't seem to behave like other functions. For example:
to get the plot of the sine function over the interval (0,100)
plot(sin(x),(x,0,100))
works. However,
plot(bessel_J(0,x),(x,0,100))
does not. Giv
