#selection sort algorithm

Selection Sort Algorithm in Java | Full Explanation + Dry Run

Learn Selection Sort in Java with a complete step-by-step explanation. In this video, Deepak Sir explains the Selection Sort algorithm with examples, dry run, and Java code implementation.

This video is perfect for beginners starting DSA using Java, coding interview preparation, and improving problem-solving skills.

Topics Covered: ✔ Selection Sort Algorithm ✔ Step-by-Step Dry Run ✔ Java Program ✔ Time & Space Complexity ✔ Interview Preparation

Start your DSA journey today and master sorting algorithms easily 🚀

Selection Sort In Hindi – Sorting Algorithms In Hindi

Selection Sort In Hindi – Sorting Algorithms In Hindi – Iss Post Mein Hum Dekhenge Selection Sort Ke Baare Mein Ki Ye Kis Kaam Mein Aati Hai, Isko Use Kaise Karte Hai Aur Ye Kis Tarah Se Useful Hoti Hai Sorting Karne Ke Liye. Also Read – Introduction to Sorting And Bubble Sort Selection Sort In Hindi Selection Sort Ek Simple Sorting Algorithm Hai, Yr Algorithm Stating Se Start Hota Hai, Or End…

Selection Sort Program and Complexity (Big-O)

Selection sort is a simple sorting algorithm, it’s also known as in-place comparison sort. In selection sort algorithm, sorts an array of items by repeatedly finding the minimum item from unsorted part of array and move it at the beginning. This algorithm considers two sub arrays in a given array.

The sub array of already sorted items.

Remaining sub array unsorted items.

Points to remember

Data…

Selection sort program in java

Selection Sort

  Selection sort is a sorting mechanism that begins by finding the smallest element in the array and swapping it with the first.   Then the second-smallest element is found and swapped with the second, and so on until the array is sorted.     Here is an implementation of SelectionSort in java.  

package com.topjavatutorial; public class ExampleSelectionSort { public static void…

Selection Sort

Introduction:

In selection sort the list is divided into two sub-lists sorted and unsorted. These two lists are divided by imaginary wall. We find a smallest element from unsorted sub-list and swap it to the beginning. And the wall moves one element ahead, as the sorted list is increases and unsorted list is decreases.

Assume that we have a list on n elements. By applying selection…