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 progra
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}