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P*p*p //Final cost of multiplying the two partitions i.e. So the cost of multiplication of A for this partition of k is: m //Minimum cost of multiplication of A So for any k we'll have two partitions: A and A So clearly k should vary from i to j-1 which is reflected in the loop as we try all possible combinations and take the most efficient one. We don't know where it should be, hence we try all possibilities and pick the combination where m is minimized. So at a very high level if i=1 and j=3 and the matrices are : (A*B)*C //We are trying to establish where the outer most parenthesis should be we are trying to compute m or the most efficient way to multiply matrices A and k is the variable. 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