complexity: O(sA x sB)
worst case: j goes to sB j goes to sB again... sAxsB
best case: sA
A, B for i = 0 ; i < size(A); i++) for j = 0 ; j < size(B) ; j++) if Ai = Bi print Ai breaksolution 2: sort the arrays first Note on sorting: * quicksort avergage complexity is O(Nxlog(N)), worst case is O(NxN) * heapsort is more interesting because it's worstcase complexity is also O(Nxlog(N))
minA, minB = 0 while (minA < sA and minB < sB) if A[minA] < A[minB] minA++ elif A[minA] > B[minB] minB++ else print A[minA] minA++ minB++
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