Akermann Function | TOC | Primitive Recursive Function | Short Tricks
The Ackermann function, named after the German mathematician Wilhelm Ackermann, is a recursive mathematical function that takes two non-negative integers as inputs and produces a non-negative integer as its output. In C, the Ackermann function can be implemented using recursion.
The function is defined as follows:
The base cases:
If m is 0, the function returns n + 1.
If n is 0, the function makes a recursive call with m decremented by 1 and n set to 1.
The recursive case:
If neither m nor n is 0, the function makes a recursive call with m decremented by 1 and n set to the result of another recursive call with m and n decremented by 1.
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