On Friday, May 8, 2020 at 3:08:21 AM UTC-7, Dima Pasechnik wrote:
>
> On Fri, May 8, 2020 at 10:37 AM Markus Wageringel
> <markus.w...@gmail.com <javascript:>> wrote:
> >
> > Am Freitag, 8. Mai 2020 09:03:08 UTC+2 schrieb Sebastian Oehms:
> >>
> >> But if we talk about users who are not interested in code and strings,
> wouldn't it be more useful for them to have a function that searches
> through the global name space? Do we have such a one?
> >
> >
> > We do indeed. It is an IPython feature. You can use
> >
> > sage: *poly*?
> >
> > which is equivalent to
> >
> > sage: %psearch *poly*
> >
> > The psearch magic also has options such as case-insensitivity
> >
> > sage: %psearch -i *poly*
>
> given that iPython features came after search_src(), it'd be prudent
> to move to be using them.
>
They accomplish different things: one searches the global name space and
the other searches the source code.
Example: can Sage compute any fundamental groups?
sage: %psearch *fundamental_group*
sage: search_def("fundamental_group")
schemes/curves/zariski_vankampen.py:380:def fundamental_group(f, simplified=
True, projective=False):
schemes/curves/projective_curve.py:1599: def fundamental_group(self):
schemes/curves/affine_curve.py:1610: def fundamental_group(self):
combinat/root_system/extended_affine_weyl_group.py:757: def
fundamental_group(self):
combinat/root_system/extended_affine_weyl_group.py:1387: def
to_fundamental_group(self):
combinat/root_system/extended_affine_weyl_group.py:2263: def
to_fundamental_group(self):
combinat/root_system/extended_affine_weyl_group.py:2432: def
to_fundamental_group(self):
knots/link.py:446: def fundamental_group(self, presentation='wirtinger'):
categories/simplicial_sets.py:262: def fundamental_group(self,
simplify=True):
homology/simplicial_complex.py:3936: def fundamental_group(self,
base_point=None, simplify=True):
>
> >
> >
> > As for SageMathCell, I seem to recall that tab completion used to work
> there as usual, but currently it does not work for me either.
> >
> > --
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>
>
>
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