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- › You Are Given An Integer Array A Of Size N Where Each Element In The Array Satisfies 1 A I N The Array May Contain Duplicate Numbers Your Task Is To Determine The Length Of The Longest Consecutive Subsequence That Can Be Formed From A A Subsequence Is A Sequence Derived From A By Removing Some Elements Possibly None While Keeping The Order Of The Remaining Elements Unchanged A Consecutive Subsequence Is A Special Type Of Subsequence Where The Numbers Appear In Strictly Increasing And Consecutive Order In Other Words It Should Be Of The Form X X 1 X 2 For Some Integer X Meaning That Every Number In The Sequence Must Be Exactly One More Than The Previous Number For Example Consider The Array A 1 2 6 4 3 2 The Sequence 2 6 3 Is A Valid Subsequence But Not A Consecutive Subsequence Because 6 Does Not Equal To 2 1 On The Other Hand 1 2 Is A Valid Consecutive Subsequence Because All The Numbers Appear In Strictly Increasing Consecutive Order Your Goal Is To Design An Efficient Dynamic Programming Algorithm To Compute The Maximum Length Of Any Consecutive Subsequence In A Given That N Can Be As Large As 105 Your Solution Should Be Optimized To Run Efficiently Within These Constraints
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