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You are given an integer array receiver of length n and an integer k. n players are playing a ball-passing game. You choose the starting player, i. The game proceeds as follows: player i passes the ball to player receiver[i], who then passes it to receiver[receiver[i]], and so on, for k passes in total. The game's score is the sum of the indices of the players who touched the ball, including repetitions, i.e. i + receiver[i] + receiver[receiver[i]] + ... + receiver(k)[i]. Return the maximum possible score. Notes:
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You are given an integer array receiver of length n and an integer k. n players are playing a ball-passing game. You choose the starting player, i. The game proceeds as follows: player i passes the ball to player receiver[i], who then passes it to receiver[receiver[i]], and so on, for k passes in total. The game's score is the sum of the indices of the players who touched the ball, including repetitions, i.e. i + receiver[i] + receiver[receiver[i]] + ... + receiver(k)[i]. Return the maximum possible score. Notes:
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receiver = [2,0,1], k = 4
6
receiver = [1,1,1,2,3], k = 3
10
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Solve Maximize Value of Function in a Ball Passing Game — You are given an integer array receiver of length n and an integer k. n players ...
Here's the optimal approach using Array:
Time: O(n) | Space: O(n)
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