Titlebook: Logic, Language, Information, and Computation; 30th International W George Metcalfe,Thomas Studer,Ruy de Queiroz Conference proceedings 202

THE

Pantry

無能性

Climate

,(In)consistency Operators on?Quasi-Nelson Algebras, aim is to pave the way for introducing logics of formal inconsistency (LFIs) in a non-necessarily involutive setting. We show how several results that were obtained for LFIs based on distributive involutive residuated lattices can be extended to quasi-Nelson algebras and their logic. We prove that

短程旅游

少量

引起

,Modal Hyperdoctrine: Higher-Order and?Non-normal Extensions,d to higher-order systems. We return to Ghilardi’s hyperdoctrine semantics for first-order modal logic [.] and extend it in two directions—to weaker, non-normal modal logics and to higher-order modal logics. We also relate . modal hyperdoctrines to intuitionistic hyperdoctrines via a hyperdoctrinal

領(lǐng)帶

deficiency

,Logical Expressibility of?Syntactic NL for?Complementarity and?Maximization,y SNL was first introduced in 2017 as a “syntactically”-defined natural subclass of NL using a restricted form of second-order logic in close connection to the so-called linear space hypothesis. We further explore various properties of this complexity class SNL. In particular, we consider the expres

決定性

,Polyadic Quantifiers on?Dependent Types,rting scope, as illustrated by the example .. The . relation, expressed by the preposition . in this example, introduces a dependency between wholes (months) and their respective parts (days). Quantifying over this dependency yields the inverse scope reading: for every month, there is a different da