Abstract
Graph varieties axiomatized by semimedial, medial, and some other groupoid identities
Highlights
GRAPH VARIETIES AXIOMATIZED BY SEMIMEDIAL, MEDIAL, AND SOME OTHER GROUPOID IDENTITIES
Directed graphs without multiple edges can be represented as algebras of type (2, 0), so-called graph algebras
A graph is said to satisfy an identity if the corresponding graph algebra does, and the set of all graphs satisfying a set of identities is called a graph variety
Summary
GRAPH VARIETIES AXIOMATIZED BY SEMIMEDIAL, MEDIAL, AND SOME OTHER GROUPOID IDENTITIES
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