bobjects. You can also use
> it to get the options that have been set on the LaTeXPrinter and print
> accordingly (e.g., inline vs. equation).
>
> Aaron Meurer
>
>
> On Sun, Jun 2, 2013 at 11:13 AM, Lucas Wilkins
> > wrote:
> > I have a class that does
I have a class that does not extend a sympy object, but I would like it to
print latex in the ipython shell (%load_ext sympyprinting), so I did
something like
class Thing:
def _latex(self):
return r"$\LaTeX$"
I thought this should be enough, but it is not, what else is needed to get
Is there some reason not to do this? (except for the way it prints)
hold = Function("Hold")
def release(expr):
return expr.replace(hold, Id)
print sin(pi), sin(hold(pi)), release(sin(hold(pi)))
:L
On Saturday, 1 June 2013 05:08:53 UTC+1, Aaron Meurer wrote:
>
> There have been many discuss
advanced will require better deduction on the part of
> the assumptions system.
>
> Aaron Meurer
>
> On Thu, May 30, 2013 at 4:48 PM, Lucas Wilkins
> > wrote:
> > Do you mean sympy.core.numbers.Zero? Or do mean the general problem that
> > symbolically, zero i
Do you mean sympy.core.numbers.Zero? Or do mean the general problem that
symbolically, zero is often the same as lack of objects?
Should I flag it as an issue?
On Thursday, 30 May 2013 21:46:53 UTC+1, Lucas Wilkins wrote:
>
> Hi, I've found some inappropriate behaviour of the sol
Hi, I've found some inappropriate behaviour of the solve function.
>>> x,y = symbols("x y", real=True, nonnegative=True)
>>> solve(y-x**2,x)
[-sqrt(y), sqrt(y)]
The only non-negative case where both sqrt(y) and -sqrt(y) should be
solutions is where y=0, in which case they are equal a
Actually, what I mean is elements that have the same algabraic structure as
cyclic groups.
On Sunday, 19 May 2013 18:40:55 UTC+1, Lucas Wilkins wrote:
>
> Is there an implementation of cyclic groups ready made somewhere?
>
> :L
>
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Is there an implementation of cyclic groups ready made somewhere?
:L
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To post to thi
eom and/or stats should be done in SymPy,
> so that everyone benefits.
>
> Aaron Meurer
>
>
> On Thu, May 16, 2013 at 6:26 PM, Lucas Wilkins
> > wrote:
> > Hello Everybody!
> >
> > I've been thinking about making some CAS tools for information geometry
Hello Everybody!
I've been thinking about making some CAS tools for information geometry for
a long time now.
I've been using Mathematica for my information geometry stuff, but the task
of making a concrete Mathematica module depressed me, firstly because I
don't like the language so much, and
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