Open 8a446006-e38c-4d8b-a73b-1822fac50135 opened 8 years ago
Toy implementation of the Matrix-F5 algorithm and many adaptations
Attachment: toy_MatrixF5.py.gz
Description changed:
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@@ -6,3 +6,5 @@
* Various adaptations to the computation of tropical Gröbner bases (see http://arxiv.org/abs/1402.6675).
Doctests are provided.
+
+To implement the algorithms, we define a class of Macaulay matrices with extra information (signatures, labels, etc...).
Hello, and welcome !
Could you provide a git branch for your code ? some intructions are here: http://doc.sagemath.org/html/en/developer/manual_git.html
About the documentation: you need to indent the examples as follows:
EXAMPLES::
sage: 1+1 == 2
True
with 4 spaces.
And also both INPUT: and OUTPUT: must be followed by a blank line.
Commit: bab4100
Branch: u/TristanVaccon/toy_MatrixF5
New commits:
bab4100 | Implementation of a toy version of the Matrix F5 algorithm, along with adaptations to stable computations over p-adics and tropical computations. |
if len(something)>0
that could be replaced by if something
# -*- coding: utf-8 -*-
def sym_pol(n):
is notChanged branch from u/TristanVaccon/toy_MatrixF5 to public/ticket/20997
This ticket provides a first toy implementation of the Matrix-F5 algorithm to compute Gröbner bases.
Many variants of this algorithm are available:
Doctests are provided.
To implement the algorithms, we define a class of Macaulay matrices with extra information (signatures, labels, etc...).
CC: @defeo @simon-king-jena @saraedum @xcaruso
Component: padics
Keywords: Matrix-F5 algorithm, Gröbner bases, tropical Gröbner bases, p-adic computation
Author: Tristan Vaccon
Branch/Commit: public/ticket/20997 @
e9c2544
Issue created by migration from https://trac.sagemath.org/ticket/20997