Notes on $\omega$-graphs, reflexive $\omega$-graphs, their higher transformations, and $\omega$-operads
Kachour, Camell;
Notes on $\omega$-graphs, reflexive $\omega$-graphs, their higher transformations, and $\omega$-operads
In this note we propose an $\omega$-operadical way to prove the existence of the $\omega$-graph of the $\omega$-graphs and the reflexive $\omega$- graph of the reflexive $\omega$-graphs.
Comment: 15 pages
Mathematics - K-Theory and Homology, 03B15, 03C85, 18A05, 18C20, 18D05, 18D50, 18G55, 55U35, 55U40
Mathematics - K-Theory and Homology, 03B15, 03C85, 18A05, 18C20, 18D05, 18D50, 18G55, 55U35, 55U40
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