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Implementing Wells' Algorithm #23334
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Branch: u/rlmiller/wells |
Commit: |
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Branch pushed to git repo; I updated commit sha1. New commits:
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Changed branch from u/rlmiller/wells to u/paulfili/wells |
Changed branch from u/paulfili/wells to u/rlmiller/wells |
Author: Rebecca Lauren Miller, Paul Fili |
comment:8
Fixed test errors so we are ready to review. Wondering if we should take out a new ticket so we can change all the prec to 53. |
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comment:9
doc does not build:
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comment:10
A took a first look and here are a few initial comments:
you don't need all these extra variables floating around
same was true for simple functions as well. |
Reviewer: Ben Hutz |
Changed keywords from GSOC to gsoc2017 |
comment:20
doc still does not build :
probably because of the RSA768 line Note that in the same function, you should not indent the content of the ALGORITHM section. EDIT: Something else: in the reference file, the link to arxiv should be written
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comment:21
also when you combined 1157,1158 you left in the redundant term (you are both adding and subtracting this term)
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Branch pushed to git repo; I updated commit sha1. New commits:
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comment:24
Several typos here:
Also This
can be made in one line (no need to store h) |
Branch pushed to git repo; I updated commit sha1. New commits:
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comment:26
docs build and all tests pass. I this is ready. |
comment:28
Need to make sure all "Wells'", are in the correct form. Just quick typo fixes. |
Branch pushed to git repo; I updated commit sha1. New commits:
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Changed branch from u/rlmiller/wells to |
Implementing Wells' Algorithm for GSOC 2017. A faster way to solve for canonical height in QQ and ZZ because you don't need to factor the resultant.
This algorithm is found in Elliot Wells' Paper "Computing the Canonical Height of a Point in Projective Space"
Component: dynamics
Keywords: gsoc2017
Author: Rebecca Lauren Miller, Paul Fili
Branch/Commit:
47c1957
Reviewer: Ben Hutz
Issue created by migration from https://trac.sagemath.org/ticket/23334
The text was updated successfully, but these errors were encountered: