A philosophical difference between Haskell and Lisp (2015)
There is a strange... kind of poetry with Haskell. It is like math on wheels, math applied to procedures, math with... time.<p>Its appeal to me is like the appeal of math to me, not like real analysis math but abstract algebra math. The beauty, the purity of mathematics of younger days that once became lost after encountering the sad complexities of the world. Understanding every little aspect and being able to prove every part is now a luxury, and interfacing without real understanding is the more practical approach in the turbulent waters of poorly connected technological and social systems.<p>But still there is hope and there are dreams. We like to drench ourselves in dream qualia sometimes, and Haskell and pure math are that medium. The abstractions of it, the consistency of it, the purity of it... When Haskell is called a pure language, it almost goes beyond the static definition of functions being pure, and describes the general feeling that occurs when writing Haskell. You feel pure. You feel like you are taking these small parts and creating greater parts in an elegant buildup of abstractions, traversing one level higher and one level lower at your whim.<p>Lisp... maybe it’s the parentheses, maybe it’s something else... it never really caught onto me like Haskell did. Haskell feels pure and dream-like and perhaps unsuited to the world where (if you really get down to it) abstractions and types are just useful ‘human’ inventions and unfit for every usage. The world is for getting down and dirty, and mathematics, or at least the pure side of it, really isn’t. The representative mathematics of Haskell is Category Theory, and it is just as far from the level of “real” as it can be. More abstract than abstract algebra, if you will.<p>Abstraction itself is an intellectual operation that is also rooted in emotional detachment. Perhaps Haskell represents that kind of ideal in a modern world where practicality pays before purity.