As we know, there are basically two types of sorting technique in Java:
- First is internal sorting i.e that uses predefined sorting method ascending order Arrays.sort() for Primitive class arrays and wrapper class arrays and Collections.sort() for collections both methods sort the elements in ascending order.
- The second technique is for sorting the elements is using the comparator or comparable interface in a class.
- Comparator Interface: Implement the comparator interface in the class and override compare() method or pass the new comparator as the second argument in the sorting methods and change the sorting order according to the requirements. Comparator only works for wrapper type arrays and for collections like vector, ArrayList, etc.
- Comparable Interface: This interface implements a single sorting technique, and it affects the whole class. The comparable interface provides a compareTo() method to sort the elements.
- Comparator Interface: Implement the comparator interface in the class and override compare() method or pass the new comparator as the second argument in the sorting methods and change the sorting order according to the requirements. Comparator only works for wrapper type arrays and for collections like vector, ArrayList, etc.
To summarize, in Java, if sorting of objects needs to be based on natural order then use the compareTo() method of Comparable Interface. For Integers default natural sorting order is ascending and for Strings it is alphabetical. Whereas, if you’re sorting needs to be done on attributes of different objects, or customized sorting then use compare() of Comparator Interface.
Overriding of the compareTo() Method
In order to change the sorting of the objects according to the need of operation first, we have to implement a Comparable interface in the class and override the compareTo() method. Since we have to sort the array of objects, traditional array.sort() method will not work, as it used to work on primitive types, so when we call the Arrays.sort() method and pass the object array, it will search, whether we have overridden the compareTo() method or not. Since we have overridden the compareTo() method, so objects will be compared by using this compareTo() methods, based on the age.
Java
// Java Program to show how to override the compareTo() // method of comparable interface import java.util.*; // implementing Comparable interface public class GFG implements Comparable<GFG> { String name; int age; // Class constructor GFG(String name, int age) { this .name = name; this .age = age; } public int getage() { return age; } public String getname() { return name; } public static void main(String[] args) { // Creating GFG class object GFG ob[] = new GFG[ 4 ]; // Inserting elements in the objects ob[ 0 ] = new GFG( "Aayush" , 14 ); ob[ 1 ] = new GFG( "Ravi" , 12 ); ob[ 2 ] = new GFG( "Sachin" , 19 ); ob[ 3 ] = new GFG( "Mohit" , 20 ); // sort the array,using overridden method Arrays.sort(ob); for (GFG o : ob) { // printing the sorted array objects name and // age System.out.println(o.name + " " + o.age); } // if you want to create a dynamic array ,then you // can create an arraylist ArrayList<GFG> objects = new ArrayList<>(); // creating a new GFG object GFG newObject1 = new GFG( "Rohan Devaki" , 20 ); // inserting the new object into the arraylist objects.add(newObject1); // creating a new GFG object GFG newObject2 = new GFG( "Algorithammer" , 22 ); // inserting the new object into the arraylist objects.add(newObject2); // using Collections to sort the arraylist Collections.sort(objects); for (GFG o : objects) { // printing the sorted objects in arraylist by // name and age System.out.format( "%s %d\n" , o.name, o.age); } } // Overriding compareTo() method @Override public int compareTo(GFG o) { if ( this .age > o.age) { // if current object is greater,then return 1 return 1 ; } else if ( this .age < o.age) { // if current object is greater,then return -1 return - 1 ; } else { // if current object is equal to o,then return 0 return 0 ; } } } |
Ravi 12 Aayush 14 Sachin 19 Mohit 20 Rohan Devaki 20 Algorithammer 22