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distinct representation for power series of infinite precision #15720

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rwst opened this issue Jan 24, 2014 · 3 comments
Open

distinct representation for power series of infinite precision #15720

rwst opened this issue Jan 24, 2014 · 3 comments

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@rwst
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rwst commented Jan 24, 2014

From Martin Raum sage-devel:

When we have a power series of infinite precision then why not print an additional O(x^oo), that is $O(x^{\infty})$. That would, indeed, help to distinguish infinite precision power series from polynomials. It only requires a minor change in _repr_ and _latex_, I suppose.

CC: @rwst

Component: algebra

Keywords: power series

Issue created by migration from https://trac.sagemath.org/ticket/15720

@rwst rwst added this to the sage-6.1 milestone Jan 24, 2014
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@sagetrac-fwclarke
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Mannequin

sagetrac-fwclarke mannequin commented Jan 25, 2014

comment:2

I think this is a bad idea. I believe that, as far as is possible, Sage output should reflect standard, contemporary mathematical notation. And I'm not sure anyone uses this notation.

@rwst
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rwst commented Jan 25, 2014

comment:3

Replying to @sagetrac-fwclarke:

Alternatively, patch the documentation to note that missing bigoh output is considered meaning infinite precision.

@sagetrac-vbraun-spam sagetrac-vbraun-spam mannequin modified the milestones: sage-6.1, sage-6.2 Jan 30, 2014
@sagetrac-vbraun-spam sagetrac-vbraun-spam mannequin modified the milestones: sage-6.2, sage-6.3 May 6, 2014
@sagetrac-vbraun-spam sagetrac-vbraun-spam mannequin modified the milestones: sage-6.3, sage-6.4 Aug 10, 2014
@mkoeppe mkoeppe removed this from the sage-6.4 milestone Dec 29, 2022
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