First time here? Check out the FAQ!
Hi there! Please sign in
help
tags
users
badges
ALL
UNANSWERED
Ask Your Question
RSS
Sort by »
date
activity
answers
votes ▼
39
questions
Tagged
ring
×
1k
views
no
answers
no
votes
2019-12-28 00:17:43 +0200
azerbajdzan
Using Singular's ring normalization inside Sage
singular
normal.lib
ring
normalization
454
views
1
answer
no
votes
2020-07-26 09:33:55 +0200
andriam
does sage allow computation of a groebner basis of an ideal J in the quotient ring Z/pZ[X_1,...X_r]/I?
ideal
ring
groebner
bases
polynomial
223
views
no
answers
no
votes
2020-07-28 12:01:47 +0200
slelievre
Tensor product over polynomial rings
tensor
ring
homomorphism
228
views
1
answer
no
votes
2020-12-02 00:58:10 +0200
rburing
Indexing variables in a list comprehension
list-comprehension
index
notation
polynomial
ring
177
views
1
answer
no
votes
2021-05-04 16:09:58 +0200
Max Alekseyev
quotient ring in Sage
quotient
ring
in
sage
98
views
2
answers
no
votes
2023-02-08 13:08:57 +0200
Emmanuel Charpentier
Rings and Fields in SageMath
ring
107
views
1
answer
no
votes
2023-10-08 12:08:29 +0200
rburing
How can I obtain representatives of a quotient ring?
algebraic_number
ring
number-theory
algebra
116
views
1
answer
no
votes
2024-03-14 11:32:40 +0200
Max Alekseyev
ring pb with Polyhedron
ring
polyhedron
2k
views
3
answers
-3
votes
2011-03-12 20:05:53 +0200
kcrisman
Ideal Radicals Question?
sage-unrelated
Abstract
algebra
ring
ideal
« previous
1
2
Contributors
Tags
ring
×9
algebra
×2
ideal
×2
polynomial
×2
Abstract
×1
algebraic_number
×1
bases
×1
groebner
×1
homomorphism
×1
in
×1
index
×1
list-comprehension
×1
normalization
×1
normal.lib
×1
notation
×1
number-theory
×1
polyhedron
×1
quotient
×1
sage
×1
sage-unrelated
×1
singular
×1
tensor
×1
Copyright Sage, 2010. Some rights reserved under creative commons license. Content on this site is licensed under a
Creative Commons Attribution Share Alike 3.0
license.
Powered by Askbot version 0.7.59
Please note: Askbot requires javascript to work properly, please enable javascript in your browser,
here is how
dummy
×