Number of Buckets = (Maximum element - Minimum Element)/10 + 1Īfter the buckets are created our main motive is to assign elements in the appropriate bucket. Our first task will be to create buckets, and for finding out how many buckets we need, we use the below formula, you can also use any other method.

Read elements from the array and put them into their respective bucket according to rangeĬonsider an Array : 38, 27, 67, 59, 46, 7, 18, 5, 55, 64.

Create N buckets each denoting a certain range.

We can also call the bucket sort method recursively to sort the bucket elements. The buckets we create can be sorted by using any sorting technique, but generally, we prefer Insertion Sort. Now we gather these buckets in order which gives us the required sorted array. The given array is divided into buckets and then these buckets are sorted individually. In this algorithm we create buckets within a certain range and assign elements accordingly, after this we apply some sorting technique to sort elements in buckets. We saw how Counting Sort sorts elements in linear time, another such sorting technique is Bucket Sort and is an improvised version of the same.

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Bucket sort example