Statistiques
| Révision :

root / pobysoPythonSage / src / sageSLZ @ 196

Nom Taille Révision Âge Auteur Commentaire
runSLZ-01.sage 2,24 ko 196 presque 10 ans Serge Torres Changed: runtime function is not embedded any m...
sageMatrixOperations.sage 4,23 ko 172 environ 10 ans Serge Torres File sageNumericalOperations.sage added for par...
sageNumericalOperations.sage 892 octet 187 presque 10 ans Serge Torres Fixed: useless code in floating-point to ration...
sagePolynomialOperations.sage 51,59 ko 186 presque 10 ans Serge Torres Added: floating-point coefficients polynomials ...
sageRationalOperations.sage 3,18 ko 173 environ 10 ans Serge Torres Cosmetic change.
sageRunSLZ.sage 41,71 ko 194 presque 10 ans Serge Torres Added new file for runtime SLZ functions. A fir...
sageSLZ-Notes.html 15,34 ko 81 environ 12 ans Serge Torres - Norm function for multivariate polynomials cr...
sageSLZ.sage 63,37 ko 195 presque 10 ans Serge Torres Fixed: typos

Dernières révisions

# Date Auteur Commentaire
196 07/10/2015 18:04 Serge Torres

Changed: runtime function is not embedded any more but loaded from
a specific module.

195 07/10/2015 18:03 Serge Torres

Fixed: typos

194 07/10/2015 18:02 Serge Torres

Added new file for runtime SLZ functions.
A first one comes from runSLZ.
Another is under development.

193 06/10/2015 23:36 Serge Torres

Fixed: typos.
Changed: hard coded numerical values changed for constants.

192 06/10/2015 18:02 Serge Torres

Fixed: typos.

191 06/10/2015 17:48 Serge Torres

Completed: main loop. Needs testing.

190 05/10/2015 18:09 Serge Torres

Fixed: function blessing in scaled functions.

189 05/10/2015 18:08 Serge Torres

Added: populated the function with the context of the main loop.

188 05/10/2015 15:59 Serge Torres

Added: function for exact conversion of floating-point to rational coefficients polynomials. In fact, it does not belong here but in sagePolynomialOperation.sage. Transfer has been made.
Fixed: typos and comments.

187 05/10/2015 15:56 Serge Torres

Fixed: useless code in floating-point to rational exact conversion (with
a power of 2 denominator).

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