- Published 2017 in CSL
DOI:10.4230/LIPIcs.CSL.2017.15

A new family of modal logics with an associative binary modality, called counting logics is proposed. These propositional logics allow to express finite cardinalities of sets and more generally to count the number of subsets satisfying some properties. We show that these logics can be seen both as specializations of the Boolean logic of bunched implications… CONTINUE READING

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