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DESIGN AND
ANALYSIS OF
ALGORITHM
HEAP SORT
LAIBA NOOR
HEAP SORT
ALGORITHM
Heap sort is one of the sorting algorithms used to
arrange a list of elements in order. Heapsort
algorithm uses one of the tree concepts called
Heap Tree. In this sorting algorithm, we use Max
Heap to arrange list of elements in Descending
order and Min Heap to arrange list elements in
Ascending order.
2
STEP BY STEP PROCESS
• Step 1 - Construct a Binary
Tree with given list of
Elements.
• Step 2 - Transform the
Binary Tree into Min Heap.
• Step 3 - Delete the root
element from Min Heap
using Heapify method.
• Step 4 - Put the deleted
element into the Sorted
list.
• Step 5 - Repeat the same
until Min Heap becomes
empty.
• Step 6 - Display the sorted
list.
3
4
5
Complexity of the Heap
Sort Algorithm
To sort an unsorted list with 'n' number of
elements, following are the complexities...
• Worst Case : O(n log n)
• Best Case : O(n log n)
• Average Case : O(n log n)
6
7
8
9
10
11

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Design and analysis of algorithm

  • 2. HEAP SORT ALGORITHM Heap sort is one of the sorting algorithms used to arrange a list of elements in order. Heapsort algorithm uses one of the tree concepts called Heap Tree. In this sorting algorithm, we use Max Heap to arrange list of elements in Descending order and Min Heap to arrange list elements in Ascending order. 2
  • 3. STEP BY STEP PROCESS • Step 1 - Construct a Binary Tree with given list of Elements. • Step 2 - Transform the Binary Tree into Min Heap. • Step 3 - Delete the root element from Min Heap using Heapify method. • Step 4 - Put the deleted element into the Sorted list. • Step 5 - Repeat the same until Min Heap becomes empty. • Step 6 - Display the sorted list. 3
  • 4. 4
  • 5. 5
  • 6. Complexity of the Heap Sort Algorithm To sort an unsorted list with 'n' number of elements, following are the complexities... • Worst Case : O(n log n) • Best Case : O(n log n) • Average Case : O(n log n) 6
  • 7. 7
  • 8. 8
  • 9. 9
  • 10. 10
  • 11. 11