Reputation: 45
Given a large unordered list with duplicates, how do I find the the count of values in the list that lie between the lower and upper bound, inclusive with a good time and space complexity? Will be great if there's an explanation in python. Looking for a O(nlog(n)) approach
Sample input
5 # number of elements in unordered list
2 4 98 3 100 # unordered list. values in list from 1 to 10 ^7
4 # number of subsequent bounds as input
99 101 # left is lower bound right is upper bound
1 5
100 100
2 2
Sample output
1 # 1 number in list between 99 and 101 inclusive
3 # 3 numbers in list between 1 and 5 inclusive
1
1
Upvotes: 0
Views: 464
Reputation: 45
Solved it in python
Upvotes: 0
Reputation: 51
Unsure if this is what you are looking for but in order to find the count, in a interval of a list you could do something similar to the following:
list[start:stop].count(element)
Upvotes: 1