We introduce coexponentials, a new set of modalities for Classical Linear Logic. As duals to
exponentials, the coexponentials codify a distributed form of the structural rules of …

This paper introduces Hypersequent GV (HGV), a modular and extensible core calculus for
functional programming with session types that enjoys deadlock freedom, confluence, and …

This paper introduces Hypersequent GV (HGV), a modular and extensible core calculus for
functional programming with session types that enjoys deadlock freedom, confluence, and …

In functional programming, regular types are a subset of algebraic data types formed from
products and sums with their respective units. One can view regular types as forming a …

Linear logic is a substructural logic proposed as a refinement of classical and intuitionistic
logics, with applications in programming languages, game semantics, and quantum physics …

We study iso-recursive and equi-recursive subtyping for session types in a logical setting,
where session types are propositions of multiplicative/additive linear logic extended with …

Recent works have extended the successful Proposition-As-Types correspondence to
concurrent computing in the form of a tight correspondence between linear logic and …

Linear logic was conceived in 1987 by Girard and, in contrast to classical logic, restricts the
usage of the structural inference rules of weakening and contraction. With this, atoms of the …

In the theory of programming languages, duality is increasingly recognized as being
important for improving economy, offering the theoretical development for one of two dual …

Abstract [BGMW20, BCE+23, BGG+20, Cou24, EDM23, GFV23, KEH23, Lem23, MZB24,
MFSV23, PWD24, YLY23, BCD22, CDG22, Cra19, FSSW22, FS22, JTD21, KMD+22 …