Two known near-factorization constructions for dihedral groups are shown to be equivalent, and new nonequivalent near-factorizations are found in D41, D95, D5*Z5, and C5^2 semidirect C2, including an infinite family.
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Near-factorizations of dihedral groups
Two known near-factorization constructions for dihedral groups are shown to be equivalent, and new nonequivalent near-factorizations are found in D41, D95, D5*Z5, and C5^2 semidirect C2, including an infinite family.