Max Consecutive Ones II: Optimize #487

487. max consecutive ones ii

Max Consecutive Ones II: Optimize #487

This downside, typically recognized by its numerical designation, challenges one to seek out the utmost variety of consecutive 1s in a binary array, given the flexibility to flip at most one 0 to a 1. For example, within the array [1,0,1,1,0,1,1,1], the longest sequence achievable after flipping one 0 can be 6 (flipping both the primary or second 0). The duty requires figuring out the optimum location for the zero flip to maximise the ensuing consecutive sequence of ones.

Fixing one of these downside will be helpful in a number of knowledge evaluation situations, similar to community visitors optimization, genetic sequence evaluation, and useful resource allocation. It’s rooted within the idea of discovering the utmost size of a subarray satisfying a selected situation (on this case, at most one 0). Algorithmically, it permits a sensible train of sliding window methods and optimum decision-making below constraints.

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9+ Max Consecutive Ones II: Explained & Solved!

max consecutive ones ii

9+ Max Consecutive Ones II:  Explained & Solved!

The issue explores discovering the size of the longest contiguous subarray containing solely 1s, inside a given binary array. A key variation permits for the flipping of at most one 0 to a 1 inside the array. The aim is to maximise the size of the consecutive sequence of 1s after performing this single flip, if obligatory. For instance, given the array [1,0,1,1,0,1], the longest consecutive sequence can be 4 (flipping the primary 0), leading to [1,1,1,1,0,1].

This algorithmic problem finds relevance in a number of areas. It is a simplified mannequin for useful resource allocation or scheduling issues the place interruptions (represented by 0s) should be minimized. The idea additionally seems in information evaluation, the place sequences of occasions or information factors are analyzed for contiguous stretches of significance. Traditionally, such sequence-finding issues have been elementary in areas like sign processing and communications, the place maximizing uninterrupted information streams is crucial.

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