Abstract: Triangle counting calculates the number of triangular structures in a graph. It is a fundamental basis for many graph algorithms such as clustering coefficient, community detection, and link ...

ABSTRACT: We introduce the bichromatic triangle polynomial P G Δ ( k ) , a chromatic invariant that counts vertex colorings of a graph in which every designated triangular face uses exactly two colors ...

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This repository contains the source code of an evolutionary algorithm designed to search for regular K_3-irregular graphs. The project combines graph theory, evolutionary computation, and practical ...