24 citations · 68 across the 20 of their papers we have counts for
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math.RA2016★ 9 cited
Congruence lattices forcing nilpotency
Erhard Aichinger
Given a lattice and a class of algebraic structures, we say that \emph{forces nilpotency} in if every algebra whose congruence…
math.LO2016
On the local closure of clones on countable sets
Erhard Aichinger
We consider clones on countable sets. If such a clone has quasigroup operations, is locally closed and countable, then there is a function such that…
math.AC2016★ 1 cited
On function compositions that are polynomials
Erhard Aichinger
For a polynomial map ( a field), we investigate those polynomials that can be written as a composition $g = h \circ \mathbf…