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Questions - ASKSAGE: Sage Q&A Forum
Q&A Forum for Sage
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Algorithms for the $k$-admissible matching number of trees [closed] - ASKSAGE: Sage Q&A Forum
Background and motivation. Let $G$ be a tree, let $M$ be a matching of $G$, and let $k = 1,\dots,\nu(G)$, where $\nu(G)$ denotes the matching number of $G$, i.e. the maximum cardinality of a set of pa...
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Performance Issues [slow/commands not working] - ASKSAGE: Sage Q&A Forum
I love sage and I think it's the best but I'm having some serious performance issues. Sometimes it takes like up to 15 seconds to compute trivial expressions. Most of the time, after some period of us...
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Questions - ASKSAGE: Sage Q&A Forum
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Ask.sagemath.org news digest
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4 days
Assumption for computing the genus of projective curves
Let $n\in \mathbb{N}$ and let $I$ be a homogenous prime ideal of $\mathbb{Q}[x_0,...,x_n]$ such that $X=V_+(I)$ is of $\dim=1$. I am coding in the Sage, based on the "[Interface to Singular]", using the function> I.genus()to compute the genus of...
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3 days
Hello, good afternoon.Its possible to suprees limits from evaluate like integrate and sum? I had tryed in many ways, but always get errors.```pythonlimite = limit(f(x), x=0, hold=true)show(limite)``````-----------------------------------------------...
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12 days
Generating all non-supersolvable groups of order less than 1600 in sage
I need to check certain properties for all non-supersolvable groups of order less than 1600. I know how to use the small group library of GAP to generate all groups of a particular order. My naive approach was check for non-supersolvability for each...
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19 days
How do I take a Grand sum of a nth dimensional matrix
I'm new to sage so cut me some slack if what I ask sounds uneducated. currently what I'm trying to do is take the tensor product of [z^2+c] over and over than take the grand sum. so like the sum of all elements in the nth dimensional matrix [z^2+c]⊗...
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