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math.CO2026
Generalizations of nets and Latin squares
Brian Curtin
We examine combinatorial structures that generalize -nets, orthogonal arrays, and mutually orthogonal Latin squares. By a reticulation we mean a point set and two collection…
cs.FL2026
Combinatorial structures connecting Latin squares and bireversible automata
Brian Curtin, Dmytro Savchuk
This paper explores the theory of letter transducers, Mealy automata, and bireversible automata from a combinatorial perspective analogous to the theory of Latin squares. We view t…