Closures are as hard to reason about as global variables are. Anywhere the function with the closed variable is called, that is the same thing as invoking a glo

Closures are as hard to reason about as global variables are. Anywhere the function with the closed variable is called, that is the same thing as invoking a global variable, because that function could be called anywhere in the entire program. The difference is that the garbage collector deletes it when no function is calling it any longer. Continuations are equivalent to memcpy... which should almost never be used. And tail-optimized recursive functions are still difficult to reason about. And tail-call optimization (making stack calls constant) is... kind of self-defeating... because the only advantage of recursion is that it has a stack built into the function call/return operations. Anything a recursive algorithm can do is equivalent just a for loop and a stack data structure. And if you're tail-call optimizing it so that it has a stack parameter... then you're just using a clever way to write a for-loop :D Except functional doesn't allow for you to mutate a preexisting stack so you're also wasting space recreating a new stack each function call. Yeah. Abstract math almost rarely transfers directly to the computer world. There's a reason why the pure functional & concurrent language Erlang was only used in telecoms and languished in obscurity: because that was the only domain it worked well in.