Encoding of other calculi

Encoding of other calculi involves translating one formal system or language into another so that the structures and concepts of the original are preserved within the target system. This process allows us to compare, analyze, or implement different computational models by representing their elements and operations faithfully in a common framework. It's akin to creating a bilingual dictionary that ensures meaning and functionality are maintained across languages, enabling seamless interpretation and study of diverse formal systems within a unified setting.