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Accessible bridge between category theory and functional programming

Fethi Kadhi

TL;DR

This work offers a new perspective on the use of monads in functional programming in light of category theory, clarified through numerous examples coded in Haskell.

Abstract

Monadic programming presents a significant challenge for many programmers. In light of category theory, we offer a new perspective on the use of monads in functional programming. This perspective is clarified through numerous examples coded in Haskell.

Accessible bridge between category theory and functional programming

TL;DR

This work offers a new perspective on the use of monads in functional programming in light of category theory, clarified through numerous examples coded in Haskell.

Abstract

Monadic programming presents a significant challenge for many programmers. In light of category theory, we offer a new perspective on the use of monads in functional programming. This perspective is clarified through numerous examples coded in Haskell.

Paper Structure

This paper contains 17 sections, 8 equations.