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20172022
most citedDialectica Categories for the Lambek Calculus

8 citations · 12 across the 7 of their papers we have counts for

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6 papers · 1 filter

cs.LO2020

Graded Modal Dependent Type Theory

Benjamin Moon, Harley Eades, Dominic Orchard

Graded type theories are an emerging paradigm for augmenting the reasoning power of types with parameterizable, fine-grained analyses of program properties. There have been many su…

cs.LO2020

Grading Adjoint Logic

Harley Eades, Dominic Orchard

We introduce a new logic that combines Adjoint Logic with Graded Necessity Modalities. This results in a very expressive system capable of controlling when and how structural rules…

cs.LO20192 cited

On the Lambek Calculus with an Exchange Modality

Jiaming Jiang, Harley Eades, Valeria de Paiva

In this paper we introduce Commutative/Non-Commutative Logic (CNC logic) and two categorical models for CNC logic. This work abstracts Benton's Linear/Non-Linear Logic by removing…

cs.LO2018

An Intuitionistic Linear Logical Semantics of SAND Attack Trees

Harley Eades

In this paper we introduce a new logical foundation of SAND attack trees in intuitionistic linear logic. This new foundation is based on a new logic called the Attack Tree Linear L…

cs.LO20188 cited

Dialectica Categories for the Lambek Calculus

Valeria de Paiva, Harley Eades

We revisit the old work of de Paiva on the models of the Lambek Calculus in dialectica models making sure that the syntactic details that were sketchy on the first version got comp…

cs.LO2017

A Cointuitionistic Adjoint Logic

Harley Eades, Gianluigi Bellin

One leading question with respect to Bi-intuitionistic logic (BINT) is, what does BINT look like across the three arcs -- logic, typed -calculi, and category theory -- of the Cu…