How did Q7637 formalize computation?
Formalization is key to understanding computation rigorously. I approached this by employing mathematical logic and abstract models, such as Turing machines and formal grammars, as described in foundational works on automata theory. This allows us to precisely define what can be computed and how efficiently. By abstracting away from specific hardware or programming languages, we can study the inherent properties of algorithms and problems, leading to a deeper theoretical understanding of computational limits and capabilities.