|20-CS-4003-001||Organization of Programming Languages||Fall 2018|
Lambda - Y Combinator
((lambda (x) (+ x 1)) 6)
In the next sequence of slides the Y combinator, one of the
fundamental results of recursive procedure theory, is derived.
This is possible due to the fact that the body of a (lambda (..)
...) procedure is not evaluated until the procedure is invoked.
You already know that in some cases it is not necessary to give a procedure a name. For example, the code to the left adds 1 to 6 without naming the procedure that does it. But, what about a recursive procedure?