A cornerstone of computable function theory, the S-M-N theorem offers a way to create specific computable functions from general ones,…
A predicate P represents a function f if P(x1,...,xn,y) is true iff f(x1,...,xn)=y. A unary predicate P represents set S…
A computation is register computable if it can be performed by a register machine. This concept is fundamental in theoretical…
Minimization is a core operation in recursive function theory, crucial for finding the smallest witness that satisfies a decidable predicate.…
An effectively computable function is one that can be calculated by an algorithm. This means a step-by-step procedure exists, guaranteeing…