Reverse Mathematics
Reverse mathematics investigates the logical strength of mathematical theorems. It aims to…
Understanding Predicates and Their Representation of Functions and Sets
A predicate P represents a function f if P(x1,...,xn,y) is true iff…
Relative Consistency Proof
A relative consistency proof demonstrates that if a system S is consistent,…
Recursively Axiomatizable Theory
A theory with a recursive set of axioms that can derive all…
Ramified Theory of Types
An extension of the simple theory of types, the ramified theory introduces…
Provability Predicate
A provability predicate, often denoted as 'Bew', is a fundamental concept in…
Post Consistency in Formal Theories
A theory is Post consistent if it contains at least one unprovable…