I need to implement a key-value data structure that search for a unique key in O(lgn) or O(1) AND get max value in O(1). I am thinking about
boost::bimap< unordered_set_of<key> ,multiset_of<value> >
Note that there is no duplicated key in my key-value data sets. However, two keys may have the same value. Therefore I used multiset to store values.
I need to insert/remove/update key-value pair frequently
How does it sounds ?
It depends on what you want to do. So it is clear that you want to use it for some get-the-maximum-values-in-an-iteration construction.
Question 1: Do you access the elements by their keys as well?
If yes, I can think of two solutions for you:
use boost::bimap
- easy, tested solution with logarithmic runtimes.
create a custom container that contains an std::map
(or for even faster by key access std::unordered_map
) and a heap implementation (e.g. std::priority_queue<std::map<key, value>::iterator>
+ custom comparator) as well, keeps them in sync, etc. This is the hard way, but maybe faster. Most operations on both will be O(logn) (insert, get&pop max, get by key, remove) but the constant sometimes do matter. Although is you use std::unordered_map
the access by key operation will be O(1).
You may want to write tests for the new container as well and optimize it for the operation you use the most.
If no, you really just access using elements using the maximum value
Question 2: do you insert/remove/update elements randomly or you first put in all elements in one round and then remove them one by one?
for random insert/remove/updates use std::priority_queue<std::pair<value, key>>
if you put in the elements first, and then remove them one-by-one, use and std::vector<std::pair<value, key>>
and std::sort()
it before the first remove operation. Do not actually remove the elements, just iterate on them.