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12475
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Tagged
136
views
no
answers
1
vote
2024-07-31 14:35:28 +0100
hrmacbeth
SDP solver over QQ
sdp
CSDP
optimization
473
views
1
answer
2
votes
2024-07-31 14:20:03 +0100
Emmanuel Charpentier
JupyterLab debugger with SageMath?
jupyterlab
debugger
182
views
no
answers
1
vote
2024-07-28 16:39:10 +0100
Kaunil
How do I plot 3d plots side by side?
plot3d
3d_graphics
graphics_array
192
views
no
answers
no
votes
2024-07-27 10:16:54 +0100
fusheng
A question about Auslander-Reiten Quivers [closed]
diagram
quivers
representations
210
views
2
answers
no
votes
2024-07-27 09:17:05 +0100
Emmanuel Charpentier
Anything similar to MatrixForm
721
views
1
answer
1
vote
2024-07-26 22:29:28 +0100
eric_g
Compiling SageMath 10.4 in (K)Ubuntu 24.04
linux_compilation
kubuntu
ubuntu
169
views
1
answer
no
votes
2024-07-26 18:46:44 +0100
Emmanuel Charpentier
How to transform a univariate polynomial over $\mathbb{F}_{2^n}$ into a multivariate Boolean polynomial over $\mathbb{F}_2^n$
finite-field
BooleanFunction
137
views
no
answers
2
votes
2024-07-26 12:17:59 +0100
Gordon
Memory leak in is_planar
memory-leak
is_planar
graphs
123
views
no
answers
1
vote
2024-07-25 21:13:21 +0100
Hisham Bhatti
Is there a way to get the Tait graph from a knot diagram?
knots
ask-sage
snappy
knot-theory
laplacian
147
views
no
answers
no
votes
2024-07-25 21:13:14 +0100
Hisham Bhatti
Is there a way to get the Tait graph from a knot diagram? [closed]
knots
ask-sage
snappy
knot-theory
laplacian
133
views
no
answers
1
vote
2024-07-25 21:10:20 +0100
Sotto
Minimize function
minimize
128
views
no
answers
1
vote
2024-07-25 14:28:19 +0100
c.p.
Where does this minus come from in the squared Clifford algebra, Cl$(\mathbb Z,\mathrm{diag}[1,1])^{\otimes 2}$ ?
clifford-algebra
tensor-products
153
views
no
answers
no
votes
2024-07-24 01:05:48 +0100
fhn
Pari-Gp on Jupyter
pari
212
views
1
answer
no
votes
2024-07-23 22:03:03 +0100
Bern
Which version of sage does the sage cell server use?
sagecell
sagemathcell
cell_server
214
views
1
answer
no
votes
2024-07-23 21:16:51 +0100
John Palmieri
Does Sage have a built-in function to output an adjacency list?
graph-theory
166
views
no
answers
1
vote
2024-07-23 12:53:58 +0100
SDawydiak
Iterate over tranlsation elements of affine Weyl group
kazhdan-lusztig
weyl-group
coxetergroup
Hecke-algebra
188
views
1
answer
1
vote
2024-07-22 15:58:02 +0100
vdelecroix
Does Sage have a function to determine vertex cuts?
graph-theory
165
views
1
answer
1
vote
2024-07-22 12:02:59 +0100
vdelecroix
return structure constants of Iwahori-Hecke algebra as a list of pairs
kazhdan-lusztig
coxetergroup
weyl-group
Hecke-algebra
233
views
1
answer
2
votes
2024-07-21 15:27:52 +0100
rburing
The canonical labels in SageMath are different from those in nauty.
graph-theory
107
views
no
answers
no
votes
2024-07-21 01:14:23 +0100
ibarros
Error building Sage on Mac M1
133
views
no
answers
no
votes
2024-07-20 14:03:54 +0100
vdelecroix
convert symbolic matrix to numeric one
198
views
2
answers
1
vote
2024-07-20 07:42:36 +0100
Emmanuel Charpentier
An Exercicse from A=B
simplification
424
views
no
answers
no
votes
2024-07-19 18:19:10 +0100
more_weight
Is there a "compound matrix" method for matrices?
matrices
determinant
172
views
no
answers
no
votes
2024-07-18 12:58:21 +0100
c.p.
Alternative to changing the __add__ of Integers class (need $0_{\mathbb Z} + x = x$, $x$ belonging to custom class)
Python3.x
classes
223
views
1
answer
1
vote
2024-07-18 08:09:31 +0100
c.p.
Tensor product of Clifford algebra with another (non-Clifford)
TensorProducts
algebras
clifford-algebra
244
views
1
answer
1
vote
2024-07-17 11:01:34 +0100
vdelecroix
How to use GF() on a very large finite field ?
finite-fields
finite-field
332
views
1
answer
no
votes
2024-07-16 16:37:47 +0100
yx7
How to compute the order of the base point for a curve in twisted Edwards form ?
Elliptic-curves
finite-fields
159
views
1
answer
no
votes
2024-07-16 16:27:34 +0100
yx7
$2i$ map of an the elliptic curve over $F_p^2$ defined by $y^2=x^3+x$
isogenies
216
views
3
answers
2
votes
2024-07-15 20:45:00 +0100
vdelecroix
Twin reduction in Graph
graph-theory
162
views
no
answers
no
votes
2024-07-14 13:47:50 +0100
rewi
Does there exists any simple connected graph $G$ of order $n$, such that whenever $\dfrac{\lambda}{k}$ is an eigenvalue of the adjacency matrix of $G$
graph-theory
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