The most direct way to understand this concept in lambda calculus is via the fixed-point operator. The general form of this property is synonymous with computability; the Ackerman function has the general form of this property, but not the primitive kind. The McCarthy 91 Function makes calls of this kind if its input is less than 100. Because any p
The most direct way to understand this concept in lambda calculus is via the fixed-point operator. The general form of this property is synonymous with computability; the Ackerman function has the general form of this property, but not the primitive kind. The McCarthy 91 Function makes calls of this kind if its input is less than 100. Because any positive integer factorial can easily be stated as the integer times the next-lowest integer factorial, many implementations of the factorial function have this property. FTP, name this property of algorithms that call themselves, that is often contrasted with iterativeness.
The most direct way to understand this concept in lambda calculus is via the fixed-point operator.
recursiveness [accept word forms like recursive]