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Solution of S-unit equations over Q #19887
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Branch: u/cremona/19887 |
Commit: |
comment:4
The above commit (f97b22f) includes 7.1.beta1, and the new file passes its tests. |
comment:5
I think we need to added the new file S_unit_equation.py to the reference manual, and I will try to do that. Also, the file aith.py was moved and I am not sure that the reference manual has been adjusted correctly. |
Branch pushed to git repo; I updated commit sha1. New commits:
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comment:7
Docs now build without errors, I will work on the text a bit. |
Branch pushed to git repo; I updated commit sha1. New commits:
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comment:9
The docstrings now look OK, though perhaps not all functions are explained adequately (and the specific reference should be checked as I was not sure which were to Smart and which to de Weger). I am finished with this code for now. |
Changed branch from u/cremona/19887 to u/mwest/19887 |
Angelos Koutsianas has written code to solve general 3-term S-unit equations over Q, i.e. to find all solutions to x+y=1 where x,y are rationals supported on the primes in a given finite set S. This is based on de Weger's thesis.
The code is currently being tested, and will be made into a new branch here.
CC: @sagetrac-akoutsianas
Component: number theory
Keywords: S-unit equation
Author: Angelos Koutsianas, John Cremona
Branch/Commit: u/mwest/19887 @
1f4de5b
Issue created by migration from https://trac.sagemath.org/ticket/19887
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