@traversable/schema
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    • Short for anamorphism. Dual of fn.cata.

      Repeatedly apply a "reduce" or fold operation to a functor instance using co-recursion.

      Since the operation is co-recursive, in practice, you're typically building up a data structure (like a tree).

      The nice thing about using an anamorphism is that it lets you write the operation without having to worry about the recursive bit.

      tl,dr:

      If you can write a map function for the data structure you're targeting, then just give that function to fn.any along with the non-recursive operation you want performed, and it will take care of repeatedly applying the operation (called a "coalgebra") to the data structure, returning you the final result.

      See also:

      Type Parameters

      • F extends HKT<unknown, unknown>
      • Fixpoint

      Parameters

      Returns <T>(coalgebra: Coalgebra<F, T>) => <S>(expr: S) => Kind<F, T>