Question: Dynamic programming 15.4-6 Give an O(n lgn)-time algorithm to find the longest monotonically increasing sub- sequence of a sequence of n numbers. (Hint: Observe that

Dynamic programming
 Dynamic programming 15.4-6 Give an O(n lgn)-time algorithm to find the

15.4-6 Give an O(n lgn)-time algorithm to find the longest monotonically increasing sub- sequence of a sequence of n numbers. (Hint: Observe that the last element of a candidate subsequence of length i is at least as large as the last element of a can didate subsequence of lengthi . Maintain candidate subsequences by linking them through the input sequence.)

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