This technique is used to show the inconsistency of lambda calculus by the Kleene-Rosser paradox. When it involves more than one function, the mutual variety of this process is utilized, as found in Prolog code. Efficiency considerations lead to the use of a stack-friendly variety of this technique known as the "tail" type of this process. Consisting of a base case, a division of the problem into smaller subsets to which the function applies, and a combining of the solutions to each individual part, it is utilized in functional languages like L
This technique is used to show the inconsistency of lambda calculus by the Kleene-Rosser paradox. When it involves more than one function, the mutual variety of this process is utilized, as found in Prolog code. Efficiency considerations lead to the use of a stack-friendly variety of this technique known as the "tail" type of this process. Consisting of a base case, a division of the problem into smaller subsets to which the function applies, and a combining of the solutions to each individual part, it is utilized in functional languages like LISP. FTP name this programming technique that involves a function calling itself with a subset of the problem.
This technique is used to show the inconsistency of lambda calculus by the Kleene-Rosser paradox.
{recursion}