On classes of functions of many-valued logic with minimal logarithmic growth rate
Stepan Alekseevich Komkov · Discrete Mathematics and Applications · 2020
Abstract We obtain a criterion for the minimal logarithmic growth rate for an arbitrary set with a given set of operations defined on it, i.e., we describe all finite sets A with operations on them such that the growth rate differs by at most a constant from the logarithmic growth rate to base ∣ A ∣.