Model definability in relevant logic


Authors
Guillermo Badia
University of Queensland
Abstract
It is shown that the classes of Routley-Meyer models which are axiomatizable by a theory in a propositional relevant language with fusion and the Ackermann constant can be characterized by their closure under certain model-theoretic operations involving prime filter extensions, relevant directed bisimulations and disjoint unions.
Keywords model theory  model definability  relevant logic  Routley-Meyer semantics
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