concept

Arrow Functors

Arrow functors are a concept in functional programming that generalize monads and applicative functors to provide a more structured way to compose computations. They represent computations as arrows between types, allowing for operations like composition, lifting, and sequencing in a way that enforces certain laws for consistency. This abstraction is particularly useful in languages like Haskell for building complex, type-safe programs with clear control flow.

Also known as: Arrows, Arrow abstraction, Arrow type class, Arrow calculus, Arrow-based programming
🧊Why learn Arrow Functors?

Developers should learn arrow functors when working in functional programming environments, especially in Haskell or Scala, to handle side effects, manage state, or implement domain-specific languages (DSLs) with enhanced composability. They are valuable for tasks like parsing, GUI programming, or reactive systems where computations need to be combined in flexible, law-abiding ways, offering an alternative to monads when more structure or parallelism is required.

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