Bubble sort is one of the classic sorting algorithm which is used to explain
sorting during various computer and engineering courses. Because of its
algorithmic nature and simplicity its often used in various Java
and C++ programming exercises. You may expect questions like

*Write Java program to sort integer array using bubble sort*during any programming interview. Since algorithmic questions are always tricky question and not easy to code. Even simplest of them can lead to confusion, especially if you are not gifted with a natural programming head. I have seen many developers fumble if asked to code on the spot. That's why its advisable to do algorithmic and logical programming during training and learning programming and OOPS to get this skill of converting logic into code. Let's come back to**Bubble sort**, In Bubble sort algorithm we sort an unsorted array by starting from first element and comparing with adjacent element. If former is greater than later then we**swap**and by doing this we get the largest number at the end after first iteration. So in order to sort n elements you require n-1 iteration and almost n-1 comparison. For recap here is the logic for bubble sort sorting algorithm :
1) start comparing a[0] to a[1]

2) if a[0] > a[1] then swap numbers e.g. a[0]=a[1]
and a[1]=a[0]

3) compare a[1] to a[2] and repeat till you compare last
pair

4) This is referred as one pass and at the end of first pass largest
number is at last

5) repeat this comparison again starting from a[0] but this
time going till second last pair only

Now let's see Java program which implements this bubble sort logic to
sort unsorted integer array.

##
__How to sort integer array using bubble sort
in Java__

Here is complete code example of bubble sort in Java. It uses same
algorithm as explained in first pass, it uses two loops. Inner loop is used to
compare adjacent elements and outer
loop is used to perform Iteration. because of using two loops it result in
order of n^2 which is not great in terms of performance.
If you are using Array List instead of array than you can sort them using Collections.sort method for
better performance, for details check How
to sort Array List in ascending and descending order.

**package**test;

**import**java.util.Arrays;

/**

*

**Java program to sort integer array using bubble sort sorting algorithm**.

* bubble sort is one of the simplest sorting algorithm but performance

* of bubble sort is not good, its average and worst case performance

* ranges in O(n2) and that's why it is not used to sort large set of

* unsorted data. Bubble sort can be used for educational and testing

* purpose to sort small number of data to avoid performance penalty.

* This program is also a good example of how to print contents of Array in Java

*

* @author http://java67.blogspot.com

*/

bubbleSort(unsorted);

bubbleSort(test);

}

for(

for(

if(unsorted[j-1] > unsorted[j]){

unsorted[j] = unsorted[j-1];

unsorted[j-1] = temp;

}

}

}

}

}

unsorted array before sorting : [32, 39, 21, 45, 23, 3]

unsorted array after 1 pass [32, 21, 39, 23, 3,

unsorted array after 2 pass [21, 32, 23, 3,

unsorted array after 3 pass [21, 23, 3,

unsorted array after 4 pass [21, 3,

unsorted array after 5 pass [

unsorted array before sorting : [5, 3, 2, 1]

unsorted array after 1 pass [3, 2, 1, 5]:

unsorted array after 2 pass [2, 1, 3, 5]:

unsorted array after 3 pass [1, 2, 3, 5]

* @author http://java67.blogspot.com

*/

**public****class**BubbleSort {**public****static****void**main(**String**args[]) {*//testing our bubble sort method in Java***int**[] unsorted = {32, 39,21, 45, 23, 3};bubbleSort(unsorted);

*//one more testing of our bubble sort code logic in Java***int**[] test = { 5, 3, 2, 1};bubbleSort(test);

}

*/**

* In bubble sort we need n-1 iteration to sort n elements

* at end of first iteration larget number is sorted and subsequently numbers smaller

* than that.

*/* In bubble sort we need n-1 iteration to sort n elements

* at end of first iteration larget number is sorted and subsequently numbers smaller

* than that.

*/

**public****static****void**bubbleSort(**int**[] unsorted){**System**.out.println("unsorted array before sorting : " +**Arrays**.toString(unsorted));*// Outer loop - need n-1 iteration to sort n elements*for(

**int**i=0; i<unsorted.length -1; i++){*//Inner loop to perform comparision and swapping between adjacent numbers**//After each iteration one index from last is sorted*for(

**int**j= 1; j<unsorted.length -i; j++){*//If current number is greater than swap those two*if(unsorted[j-1] > unsorted[j]){

**int**temp = unsorted[j];unsorted[j] = unsorted[j-1];

unsorted[j-1] = temp;

}

}

**System**.out.printf("unsorted array after %d pass %s: %n", i+1,**Arrays**.toString(unsorted));}

}

}

**Output:**unsorted array before sorting : [32, 39, 21, 45, 23, 3]

unsorted array after 1 pass [32, 21, 39, 23, 3,

**45**]:unsorted array after 2 pass [21, 32, 23, 3,

**39, 45**]:unsorted array after 3 pass [21, 23, 3,

**32, 39, 45**]:unsorted array after 4 pass [21, 3,

**23, 32, 39, 45**]:unsorted array after 5 pass [

**3, 21, 23, 32, 39, 45]**:unsorted array before sorting : [5, 3, 2, 1]

unsorted array after 1 pass [3, 2, 1, 5]:

unsorted array after 2 pass [2, 1, 3, 5]:

unsorted array after 3 pass [1, 2, 3, 5]

That's all on

**How to sort integer array using Bubble sort in Java**. We have seen a complete Java program for bubble sort and also printed output after each pass or iteration, if you look at carefully you will find that**after each pass largest number gets sorted**and number of comparison decreased. As I said Bubble sort is not a high performance sorting algorithm and you should by using Collection.sort() method from standard Java library to sort Collections or Arrays.sort() to sort Array in Java. Also this program demonstrate How to print contents of Array using Arrays.toString() as array in Java doesn’t override toString and simply printing array using System.out.println(array) will only show defulat toString from java.lang.Object class instead of contents of array.
Other

**programming tutorials**from java67 you may find useful**Related topics:**

I was looking for a Java program to implement Bubble sort algorithm, as part of my programming assignment. I just love the way you explain, its simply fantastic and explanation of Bubble sort algorithm itself is very self explanatory.

ReplyDeletegood 1

DeleteIn Java, you can also sort array by using java.util.Arrays class as shown in this example

Deletewell done ...............

ReplyDeletethanks for the explanation. it is really helpful

ReplyDeletehow many iterations are involved in bubble sorting 5 integers

ReplyDeletebubble sort is O(n^2) time complexity

DeleteNice work Javin. Here is a more intuitive approach for implementing Bubble sort taken from original algorithm.

ReplyDeletepublic static void bubblesort(int[] array) {

for (int i = 0; i < array.length; i++) {

for (int j = 0; j < array.length - 1 - i; j++) {

if (array[j] > array[j + 1]) {

int temp = array[j];

array[j] = array[j + 1];

array[j + 1] = temp;

}

}

}

}

Thanks Javin.

ReplyDeletehere may they ask to improve it performance or remove unwanted iteration, then you can simply add a variable to check is there any swaping is done for that main loop, if not break whole loop.

public static void bubbleSort(int[] unsorted){

System.out.println("unsorted array before sorting : " + Arrays.toString(unsorted));

// Outer loop - need n-1 iteration to sort n elements

for(int i=0; i unsorted[j]){

int temp = unsorted[j];

unsorted[j] = unsorted[j-1];

unsorted[j-1] = temp;

swap++;

}

}

if(swap==0)

break;

System.out.printf("unsorted array after %d pass %s: %n", i+1, Arrays.toString(unsorted));

}

}

This is not bubbling up the biggest --that is how bubble sort got the name .

ReplyDeleteThis is the correct one:

int iarray[]....

int len=iarray.length

for (int end=len;end>0;end--)

for (int idx=0;idxiarray[iarray+1])

swap....

for the second iteration:

ReplyDeletefor(int j= 1; j<unsorted.length -i; j++)

it should be j<unsorted.length,

still need to compare to the last element.