Question: Consider a function defined as follows for non-negative integers n and m: A(0, m) = m+1 = A(n, 0) A(n-1, 1) = A(n, m)
Consider a function defined as follows for non-negative integers n and m: A(0, m) = m+1 = A(n, 0) A(n-1, 1) = A(n, m) A(n-1, A(n, m-1)) Write a recursive method that will calculate (and return) A(n, m). Assume that on your machine, an int is large enough to store these very large numbers.
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