Individual Monads

Individual Monads are abstract structures from category theory that serve as a framework for modeling computations and transformations within a system. Think of them as containers encapsulating values along with rules for how to apply functions to those values, ensuring consistent handling of side effects or context. They help manage complexity by providing a uniform way to sequence operations, maintain state, or handle various computational effects, all while preserving the core logic. Essentially, monads enable programmers and mathematicians to build modular, composable processes in a controlled and predictable manner.