Recursive function theory explores the properties of recursive functions, focusing on their computability and classification within complexity hierarchies. It's fundamental…
Proof theory is a branch of mathematical logic focused on the structure and properties of mathematical proofs. It formalizes reasoning,…
Pragmatics explores how context shapes language interpretation beyond literal meanings. It examines the unspoken rules and assumptions that govern communication,…
Model theory is a branch of mathematical logic exploring the connections between formal languages and their meanings in mathematical structures.…
Metamathematics examines mathematical systems and theories from an elevated viewpoint, employing principles of mathematical logic. It explores the foundations and…
Metalogic explores the inherent properties of formal logical systems and languages. It investigates crucial aspects such as consistency, completeness, and…
Mathematical logic is the study of logic within mathematical reasoning. It explores the formal properties of logical systems, proving theorems,…
Erotetic logic, also known as the logic of questions and answers, formalizes the study of interrogatives and their answers. It…
Mathematics built on intuitionistic logic, prioritizing constructive proofs and avoiding non-constructive axioms like the law of excluded middle. It emphasizes…