Bases of admissible rules of proper axiomatic extensions of ukasiewicz logic
2017
In this paper we give a base of admissible rules for every proper axiomatic extension of the infinite valued ukasiewicz logic. We first prove that single-conclusion admissible rules of any proper axiomatic extension are finitely based. The proof strongly relies on the characterization of least V-quasivarieties given in [11].
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