Question: Give an efficient algorithm (along with running time analysis) to find the minimum sub sequence sum. The minimum sub sequence sum product is to find

Give an efficient algorithm (along with running time analysis) to find the minimum sub sequence sum. The minimum sub sequence sum product is to find a sub sequence (i.e., consecutive sub array ) with the lowest sum score. For example for array: 3, 1 , 2, -5, 1, -2, the minimum subarray is {-5, 1, -2} = -6 (Problem 2.17)

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