What will be the time complexity of delete operation if all the candidates are evenly spaced so that each bin has constant no. of candidates? (m = number of bins intersecting candidate intersects)
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What will be the time complexity of delete operation if all the candidates are evenly spaced so that each bin has constant no. of candidates? (m = number of bins intersecting candidate intersects)
(a) O(1)
(b) O(m)
(c) O(m^2)
(d) O(log m)
This interesting question is from Trees topic in chapter Trees of Data Structures & Algorithms I
The best I can explain: The process of deletion becomes faster in a case when the number of candidates are equally distributed among the bins. In such a case the query operation becomes O(m). It is practically slower than insertion in this case.
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