A partial recursive function is a partial function of natural numbers which can be defined by an algorithm or computer program (e.g., a Turing machine), taking finitely many natural numbers as inputs, ...

The axiomatic treatment of the computational complexity of partial recursive functions initiated by Blum is extended to relatively computable functions (as computed, for example, by Turing machines ...

This parser is built for general recursive function / partial recursive function parsing. After all functions are parsed, they will be used for calculations. Anyone will be able to practice creating a ...