Hi there! Please sign in
help
tags
users
badges
ALL
UNANSWERED
Ask Your Question
heluani's profile - overview
overview
network
karma
followed questions
activity
314
karma
follow
Registered User
member since
6 years ago
last seen
4 years ago
todays unused votes
30
votes left
25
Questions
377
views
1
answer
3
votes
5 years ago
jipilab
Find sphere points in a lattice
weight_lattices
397
views
1
answer
3
votes
5 years ago
heluani
implement algebras with some extra structure
categories
coercion
functors
370
views
1
answer
2
votes
4 years ago
rburing
Find expansion of polynomial in an ideal
ideals
reduce
579
views
1
answer
2
votes
5 years ago
heluani
Change degree in InfinitePolynomialRing
InfPolynomialRing
grobner-basis
order_ideal
158
views
no
answers
1
vote
5 years ago
heluani
multiple cores groebner bases calculation
grobner-basis
multiple-cores
290
views
1
answer
1
vote
5 years ago
heluani
Displaying help in the browser
help
browser
461
views
1
answer
1
vote
5 years ago
B r u n o
weighted univariate polynomials
PolynomialRing
weighted
confirmed_issue
868
views
1
answer
1
vote
5 years ago
heluani
subquotient of module
quotient
498
views
1
answer
1
vote
5 years ago
tmonteil
moving from .sage to .py
python
178
views
no
answers
1
vote
6 years ago
heluani
compute first (and only first) values of Hilbert function
hilbert_function
ideals
« previous
1
...
1
2
3
...
3
next »
6
Answers
3
Questions about Lie algebra
1
building docs with sphinx-1.8.5
1
implement algebras with some extra structure
1
Change degree in InfinitePolynomialRing
0
subquotient of module
0
is an object of a subcategory an object of the ambient category?
20
Votes
20
0
50
Tags
categories
× 6
coercion
× 4
graded_algebra
× 4
InfPolynomialRing
× 4
quotient_ring
× 4
build
× 3
python
× 3
documentation
× 3
browser
× 3
partitions
× 3
help
× 3
vectorspace
× 3
sagetex
× 3
compilation
× 3
PolynomialRing
× 3
comparison
× 3
ideals
× 3
Archlinux
× 3
weight_lattices
× 3
weighted
× 3
grobner-basis
× 3
confirmed_issue
× 3
PowerSeries
× 2
installation
× 2
axiom
× 2
quotient
× 2
order_ideal
× 2
hilbert_function
× 2
graded
× 2
functors
× 2
Lie_algebra
× 2
undefined_symbols
× 2
young_diagram
× 2
spanish
× 1
FreeModule
× 1
sequences
× 1
reduce
× 1
enumeratedset
× 1
numbers
× 1
convex
× 1
Virasoroalgebra
× 1
multiple-cores
× 1
tuples
× 1
linear_algebra
× 1
internationali...
× 1
localization
× 1
Verma_module
× 1
Functorial
× 1
WithBasis
× 1
Axioms
× 1
18
Badges
●
Student
×
1
formal series over InfinitePolynomialRing
●
Popular Question
×
5
How to get the graded part of a graded ring?
Change degree in InfinitePolynomialRing
building docs with sphinx-1.8.5
weighted univariate polynomials
formal series over InfinitePolynomialRing
●
Self-Learner
×
3
building docs with sphinx-1.8.5
implement algebras with some extra structure
Change degree in InfinitePolynomialRing
●
Scholar
×
1
weighted univariate polynomials
●
Supporter
×
1
formal series over InfinitePolynomialRing
●
Taxonomist
×
1
●
Nice Question
×
4
Find expansion of polynomial in an ideal
Find sphere points in a lattice
implement algebras with some extra structure
Change degree in InfinitePolynomialRing
●
Editor
×
1
is an object of a subcategory an object of the ambient category?
●
Commentator
×
1
Questions about Lie algebra
●
Enlightened
×
1
Questions about Lie algebra
●
Associate Editor
×
1
building docs with sphinx-1.8.5
●
Good Answer
×
1
Questions about Lie algebra
●
Good Question
×
2
Find sphere points in a lattice
implement algebras with some extra structure
●
Enthusiast
×
1
●
Necromancer
×
1
Change degree in InfinitePolynomialRing
●
Nice Answer
×
1
Questions about Lie algebra
●
Teacher
×
1
Change degree in InfinitePolynomialRing
●
Notable Question
×
2
Change degree in InfinitePolynomialRing
weighted univariate polynomials
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