Abstract
In this paper we consider not everywhere defined functions of multivalued logic. The problem of logical continuation of functions of multivalued logic in the class of disjunctive normal forms is investigated. We prove a theorem on the invariant extension of functions of multivalued logic in the class of disjunctive norms, which does not depend on the accepted coding. An algorithm is constructed for constructing a set of invariant points that are independent of the received encoding.
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