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Types of mathsf{I}-Free Hereditary Right Maximal Terms
Authors:Katalin Bimbó
Affiliation:(1) 23 Stratton Street, Normandale, Lower Hutt, Wellington, New Zealand
Abstract:The implicational fragment of the relevance logic “ticket entailment” is closely related to the so-called hereditary right maximal terms. I prove that the terms that need to be considered as inhabitants of the types which are theorems of T are in normal form and built in all but one case from $mathsf{B},mathsf{B}'$ and $mathsf{W}$ only. As a tool in the proof ordered term rewriting systems are introduced. Based on the main theorem I define FIT – a Fitch-style calculus (related to FT) for the implicational fragment of ticket entailment.
Keywords:combinatory logic  decidability  λ  -calculus  natural deduction  relevance logic  simple types  term rewriting
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