Between an $n$-ary and an $n+1$-ary near-unanimity term

Abstract

We devise a condition strictly between the existence of an $n$-ary and an $n+1$-ary near-unanimity term. We evaluate exactly the distributivity and modularity levels implied by such a condition.

v. 2, a few fixes, a few additions

References in corpus (1)

• Deciding some Maltsev conditions in finite idempotent algebras