#11273: Riemann Enhancements: Docs, Exterior, Multiple Spiderweb, Error Testing
-------------------------+-------------------------------------------------
       Reporter:         |        Owner:  burcin
  evanandel              |       Status:  positive_review
           Type:         |    Milestone:  sage-5.13
  enhancement            |   Resolution:
       Priority:  major  |    Merged in:
      Component:         |    Reviewers:  Burcin Erocal, Karl-Dieter
  calculus               |  Crisman
       Keywords:         |  Work issues:
  riemann map            |       Commit:
        Authors:  Ethan  |     Stopgaps:
  Van Andel              |
Report Upstream:  N/A    |
         Branch:         |
   Dependencies:         |
-------------------------+-------------------------------------------------
Changes (by kcrisman):

 * status:  needs_review => positive_review


Old description:

> This is a major upgrade of the riemann module. Features are:
>
> Fixes and expansions to the docs, covering the issues in #10945.
>
> I've added some test methods that compute the explicit map of an ellipse
> to a high degree of accuracy. The doctests for these methods contain
> tests that show that the numerical Riemann_Map values remain accurate.
> The precision of the normal doctests has been reduced accordingly, so
> hopefully they will no longer fail for different architectures/numpy
> versions. This covers #10957
>
> The exterior Riemann map can now be computed, that is a conformal mapping
> of the exterior of a region to the exterior of the unit circle. The docs
> specify how this may be done.
>
> I've added support for computing the spiderweb plot for multiply
> connected domains. This uses a different method than the simply connected
> spiderweb and is takes about the same time as a color plot of the same
> resolution. (It's worth noting that I don't think this has ever been done
> before.)
>
> I've also fiddled around under the hood, cleaning up some code, moving
> things around for more efficiency and trying to add a few more helpful
> inline comments.
>

> ----
>
> Apply [attachment:trac_11273-rebase-part1.patch], [attachment:trac_11273
> -rebase-part2.patch], [attachment:trac_11273-rebase-part3.patch],
> [attachment:trac_11273-reviewer.patch],
> [attachment:trac_11273-fix.patch], and
> [attachment:trac_11273_multi_web_fix.patch].

New description:

 This is a major upgrade of the riemann module. Features are:

 Fixes and expansions to the docs, covering the issues in #10945.

 I've added some test methods that compute the explicit map of an ellipse
 to a high degree of accuracy. The doctests for these methods contain tests
 that show that the numerical Riemann_Map values remain accurate. The
 precision of the normal doctests has been reduced accordingly, so
 hopefully they will no longer fail for different architectures/numpy
 versions. This covers #10957

 The exterior Riemann map can now be computed, that is a conformal mapping
 of the exterior of a region to the exterior of the unit circle. The docs
 specify how this may be done.

 I've added support for computing the spiderweb plot for multiply connected
 domains. This uses a different method than the simply connected spiderweb
 and is takes about the same time as a color plot of the same resolution.
 (It's worth noting that I don't think this has ever been done before.)

 I've also fiddled around under the hood, cleaning up some code, moving
 things around for more efficiency and trying to add a few more helpful
 inline comments.


 ----

 Apply [attachment:trac_11273-rebase-part1.patch], [attachment:trac_11273
 -rebase-part2.patch], [attachment:trac_11273-rebase-part3.patch],
 [attachment:trac_11273-reviewer.patch], [attachment:trac_11273-fix.patch],
 and [attachment:trac_11273_multi_web_fix-review.patch].

--

Comment:

 Positive review!

 Patchbot, apply trac_11273-rebase-part1.patch, trac_11273-rebase-
 part2.patch, trac_11273-rebase-part3.patch, trac_11273-reviewer.patch,
 trac_11273-fix.patch, trac_11273_multi_web_fix-review.patch

--
Ticket URL: <http://trac.sagemath.org/ticket/11273#comment:34>
Sage <http://www.sagemath.org>
Sage: Creating a Viable Open Source Alternative to Magma, Maple, Mathematica, 
and MATLAB

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