 | 1 | initial version |
Given an underlying graph G, to obtain all non-isomorphic directed graphs, I know that nauty has the directg function, and such function was been integrated in sagemath.
Read undirected loop-free graphs and replace their edges with multiple. Nauty's mulgraph can achieve this. (Isomorphic multigraphs derived from the same input are suppressed. If the input graphs are non-isomorphic then the output graphs are also.) Does SageMath have similar functionality, or is such functionality integrated?
Given an underlying graph G, to obtain all non-isomorphic directed graphs, I know that nauty has the directg function, and such function was been integrated in sagemath.
Read undirected loop-free graphs and replace their edges with multiple. Nauty's mulgraph can achieve this. (Isomorphic multigraphs derived from the same input are suppressed. If the input graphs are non-isomorphic then the output graphs are also.) Does SageMath have similar functionality, or is such functionality integrated? integrated?
Given an underlying graph G, to obtain all non-isomorphic directed graphs, I know that nauty has the directg function, and such function was been integrated in sagemath.
Read undirected loop-free graphs and replace their edges with multiple. Nauty's mulgraph can achieve this. (Isomorphic multigraphs derived from the same input are suppressed. If the input graphs are non-isomorphic then the output graphs are also.) Does SageMath have similar functionality, or is such functionality integrated?
Given an underlying graph G, to obtain all non-isomorphic directed graphs, I know that nauty has the directg function, and such function was been integrated in sagemath.
Read undirected loop-free graphs and replace their edges with multiple. Nauty's mulgraph can achieve this. (Isomorphic multigraphs derived from the same input are suppressed. If the input graphs are non-isomorphic then the output graphs are also.) Does SageMath have similar functionality, or is such functionality integrated?
Given an underlying graph G, to obtain all non-isomorphic directed graphs, I know that nauty has the directg function, and such function was been integrated in sagemath.
Read undirected loop-free graphs and replace their edges with multiple. Nauty's mulgraph can achieve this. (Isomorphic multigraphs derived from the same input are suppressed. If the input graphs are non-isomorphic then the output graphs are also.)
Does SageMath have similar functionality, or is such functionality integrated?
Given an underlying graph G, to obtain all non-isomorphic directed graphs, I know that nauty has the directg function, and such function was been integrated in sagemath.
Read undirected loop-free graphs and replace their edges with multiple. Nauty's mulgraph multig can achieve this. (Isomorphic multigraphs derived from the same input are suppressed. If the input graphs are non-isomorphic then the output graphs are also.) ； see https://www.mankier.com/1/nauty-multig#Synopsis
Does SageMath have similar functionality, or is such functionality integrated?
Given an underlying graph G, to obtain all non-isomorphic directed graphs, I know that nauty has the directg directg function, and such function was been integrated in sagemath.
Read undirected loop-free graphs and replace their edges with multiple. Nauty's multig can achieve this. (Isomorphic multigraphs derived from the same input are suppressed. If the input graphs are non-isomorphic then the output graphs are also.) ； see https://www.mankier.com/1/nauty-multig#Synopsis
Does SageMath have similar functionality, or is such functionality integrated?
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