Free algebras.

Algebraic approach to free algebras, inspired by Univeral Algebra and Category Theory, including higher kinded algebraic structures like functors, applicative functors, monads or categories.

Free Algebras

Universal algebra approach (which is compatible with categorical approach) to free algebras (including higher order structures like functors, applicative functors or monads). Mathematical introduction alongside with some of the Haskell ideas is desribed in a blog post.

Examples:

• TCP as a free monad
• free categories
• free categories with monadic effects
• free category package.