// BucketSort implement bucket sort by aux array,
// please be aware that it expect input array with Uniform distribution to get liner O(n)
BucketSort implement bucket sort by aux array,
please be aware that it expect input array with Uniform distribution to get liner O(n)
// BucketSort implement bucket sort by aux array // please be aware that it expect input array with Uniform distribution to get liner O ( n )
func BucketSort(in []int) {
	if len(in) <= 1 {
		return
	}
	bucketsCount := len(in)
	k := findMaxElement(in)
	piece := k / bucketsCount
	if piece == 0 {
		piece = 1 
	}
	buckets := make([]bucket, bucketsCount, bucketsCount)
	for _, v := range in {
		index := v / piece
		if index >= bucketsCount {
			index = bucketsCount - 1 
		}
		buckets[index] = append(buckets[index], v)
	}
	for i := range buckets {
		InsertionSort(buckets[i])
	}
	in = in[:0]
	for _, v := range buckets {
		in = append(in, v...)
	}
}
func BucketSort ( in [ ] int ) { if len ( in ) <= 1 { return } bucketsCount := len ( in ) k := findMaxElement ( in ) piece := k / bucketsCount if piece == 0 { piece = 1 } buckets := make ( [ ] bucket , bucketsCount , bucketsCount ) for _ , v := range in { index := v / piece if index >= bucketsCount { index = bucketsCount - 1 } buckets [ index ] = append ( buckets [ index ] , v ) } for i := range buckets { InsertionSort ( buckets [ i ] ) } in = in [ : 0 ] for _ , v := range buckets { in = append ( in , v ... ) } }
BucketSort implement bucket sort by aux array,
please be aware that it expect input array with Uniform distribution to get liner O(n)
BucketSort implement bucket sort by aux array please be aware that it expect input array with Uniform distribution to get liner O ( n )
// find max value from in // to avoid divide by zero // initialize buckets // split elements into buckets //set to last bucket if overflow // sort each bucket // copy back to in