Latest Articles for Logic

A look into how team semantics shapes logical inference and language interpretation.

A look at o-minimal structures and their role in mathematics.

This article examines the blend of logic programming and argumentation frameworks.

A look into I/O logic and its impact on decision-making and reasoning.

Explore how trigger selection impacts SMT solver efficiency and accuracy.

A deep look into automatic structures and the challenges of quantifier elimination.

Explore how BDD-based methods improve SAT problem-solving efficiency.

Explore the classifications and implications of functions in Martin's Conjecture.

Learn how decomposing fuzzy relations clarifies preferences in uncertain situations.

Examining how input changes affect symmetric Boolean functions and their complexity.

Analyzing the properties and implications of generalized Sem enov arithmetic.

A look at the merging of logic and AI for improved learning.

Explores the link between the chase algorithm and sequent calculus in query answering.

Exploring modal logics, recursion, and their role in knowledge and belief systems.

Lattices help us organize elements and their relationships in mathematics.

A new approach improves SAT solver efficiency through better communication between modules.

A look into implicative algebras and their role in logic and computation.

Exploring intuitionistic multiplicative linear logic and its significance in reasoning.

A look into first-order logic enhanced by data management.

A look into hyperarithmetic degrees and their connection to Martin's conjecture.

CPPL enhances traditional logic by incorporating natural numbers and counting constraints.

A guide to recognizing different types of analogies and improving reasoning skills.

This paper unveils a framework for Godel-Dummett logics using nested sequent systems.

Exploring the role of cyclic proofs in mathematical reasoning with inductive definitions.

Explore the role of categories and applicative structures in mathematics and computer science.

A detailed exploration of formalizing category theory in mathematics.

A framework for reasoning about knowledge with limited depth.

Examining the significance of the Marker-Steinhorn Theorem in mathematical logic.

A clear view on causality and its impact on decision-making.

Examining how we express knowledge in uncertain situations.

A look at how announcements shape knowledge among agents.

A look into how groups and knowledge interact based on shared characteristics.

Examining how variable limits affect logic and decidability in relation calculus.

A new approach integrating internal parametricity into type theory, enhancing reliability.

Exploring new proof systems using automata for modal mu-calculus.

RES extends Boolean systems, enhancing analysis of real number relationships.

An overview of quantifier elimination techniques in model theory.

A look at how interpolation connects logical statements and its applications.

A look at Modal Logic's connection to data and comparison games.

An overview of doctrines, their completions, and applications in mathematics.