We introduce a two-dimensional metric (interval) temporal logic whose inter- nal and external time flows are dense linear orderings. We provide a suitable semantics and a sequent calculus with axioms for equality and extralogical axioms. Then we prove completeness and a semantic partial cut-elimination theorem down to formulas of a certain type.

A two-dimensional metric temporal logic

Masini Andrea
;
2019

Abstract

We introduce a two-dimensional metric (interval) temporal logic whose inter- nal and external time flows are dense linear orderings. We provide a suitable semantics and a sequent calculus with axioms for equality and extralogical axioms. Then we prove completeness and a semantic partial cut-elimination theorem down to formulas of a certain type.
Metric temporal logic, Two-dimensional logics, Sequent calculus, Completeness, Cut-elimination
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11562/992602
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