Construction of an Infinite Set of Classes of Partial Monotone Functions of Multi-Valued Logic
O. S. Dudakova · Moscow University Mathematics Bulletin · 2019
Partial functions of the k -valued logic monotone with respect to an arbitrary partially ordered set with the least and largest elements and distinct from a lattice are considered. It is shown that the set of closed classes of partial monotone functions containing a precomplete in P k class of everywhere determined monotone function is infinite.