Explore non-commutative logic, where operation order matters, unlike classical logic's commutative properties. Understand its implications for computation, reasoning, and formal…
A monadic predicate asserts a property about a single entity within a given domain. It's a fundamental concept in logic…
Monadic first-order logic simplifies first-order logic by using only predicates with a single argument. This focuses on the properties of…
Metatheory involves the theoretical analysis of mathematical and logical systems. It examines properties, structure, and foundational aspects, providing a meta-level…
A metatheorem is a theorem that describes properties of a formal system, such as consistency or completeness. It operates on…
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…
A metalanguage is a system used to describe or analyze another language, known as the object language. It's crucial in…
Mathematical logic is the study of logic within mathematical reasoning. It explores the formal properties of logical systems, proving theorems,…
The Logic of Paradox (LP) is a formal system designed to handle paradoxical statements. It allows for truth-value gaps and…