👉 In computational complexity theory, a super-recursive function is a recursive function that can be expressed as a special case of a general recursive function. This means that it has a tail recursion, which allows for efficient computation in terms of space and time. A super-recursive function is defined by the following recurrence relation: f(n) = f(n-1) + f(n-2) where n is the index of the base case (n=0 or n=1), and f(0
