A monadic function is a function that accepts exactly one argument. It's a fundamental concept in mathematics and programming, often…
Monadic first-order logic simplifies first-order logic by using only predicates with a single argument. This focuses on the properties of…
Model-theoretic consequence is a fundamental concept in logic, defining logical implication through the interpretation of formulas in models. It ensures…
Modal operators like necessity (◻) and possibility (◊) alter a statement's truth value, indicating whether it must be true or…
Modal logic is a branch of logic that formally explores concepts like necessity, possibility, and obligation. It uses modal operators…
Minimization is a core operation in recursive function theory, crucial for finding the smallest witness that satisfies a decidable predicate.…
Metatheory involves the theoretical analysis of mathematical and logical systems. It examines properties, structure, and foundational aspects, providing a meta-level…
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…
A maximal consistent set is a collection of logical formulas that is both consistent and cannot be extended further without…