Cubic vertex-transitive graphs on up to 1280 vertices.

Opis

The Census of cubic vertex-transitive graphs contains the list of all cubic vertex-transitive graphs on at most 1280 vertices, together with a number of graph-theoretic properties (listed below). The list of graphs was originally compiled by Pablo Spiga, Gabriel Verret, and Primož Potočnik. The authors described the theoretical results and computations that were needed to compile the list in the paper Cubic vertex-transitive graphs on up to 1280 vertices . The original dataset files are available on Potočnik's website . The graph-theoretic properties were either computed or verified with the SageMath system, with a few exceptions. Some of the properties were not supported by SageMath at the time of computation, and were contributed: is cayley, odd girth, is partial cube (based on some previous code). The methods is moebius ladder, is prism, and is spx (together with SPX constructions ) were computed in DiscreteZOO. A searchable version of this dataset is available on an instance of the MathDataHub platform hosted at mdh.graphsym.net/collection/CVT . You can download this collection either as an SQLite database or as CSV files. Contents: master db zenodo.sqlite3: the SQLite…

Opis sa Zenodo, skraćen.

Fajlovi (6)

• SQLITE3master_db_zenodo.sqlite33,1 GB
• SQLcreate_database.sql1,4 kB
• TXTmain_Graph.txt2,2 GB
• TXTmain_CLTime.sample.txt785 B
• TXTmain_Graph.sample.txt5,6 kB
• TXTmain_CLTime.txt277 MB

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