Logic for Computable Functions

Logic for Computable Functions typically refers to a branch of mathematical logic and computer science that deals with the formalization, study, and application of computation through logical frameworks. This area encompasses various topics, including: 1. **Computability Theory**: This is the study of what functions can be computed and what problems can be decided by algorithms. It involves concepts such as Turing machines, recursive functions, and the Church-Turing thesis.