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Alx project : Implement four different sorting algorithms and learn what is the Big O notation, and how to evaluate the time complexity of an algorithm.

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0-O
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0-bubble_sort.c
0-bubble_sort.c
 
 
0-main.c
0-main.c
 
 
1-O
1-O
 
 
1-insertion_sort_list.c
1-insertion_sort_list.c
 
 
1-main.c
1-main.c
 
 
100-main.c
100-main.c
 
 
100-shell_sort.c
100-shell_sort.c
 
 
1000-main.c
1000-main.c
 
 
1000-sort_deck.c
1000-sort_deck.c
 
 
101-O
101-O
 
 
101-cocktail_sort_list.c
101-cocktail_sort_list.c
 
 
101-main.c
101-main.c
 
 
102-O
102-O
 
 
102-counting_sort.c
102-counting_sort.c
 
 
102-main.c
102-main.c
 
 
103-O
103-O
 
 
103-main.c
103-main.c
 
 
103-merge_sort.c
103-merge_sort.c
 
 
104-O
104-O
 
 
104-heap_sort.c
104-heap_sort.c
 
 
104-main.c
104-main.c
 
 
105-O
105-O
 
 
105-main.c
105-main.c
 
 
105-radix_sort.c
105-radix_sort.c
 
 
106-O
106-O
 
 
106-bitonic_sort.c
106-bitonic_sort.c
 
 
106-main.c
106-main.c
 
 
107-O
107-O
 
 
107-main.c
107-main.c
 
 
107-quick_sort_hoare.c
107-quick_sort_hoare.c
 
 
2-O
2-O
 
 
2-main.c
2-main.c
 
 
2-selection_sort.c
2-selection_sort.c
 
 
3-O
3-O
 
 
3-main.c
3-main.c
 
 
3-quick_sort.c
3-quick_sort.c
 
 
README.md
README.md
 
 
deck.h
deck.h
 
 
merge
merge
 
 
print_array.c
print_array.c
 
 
push.sh
push.sh
 
 
sort.h
sort.h
 
 

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C - Sorting algorithms & Big O

This Repository contains projects that make use of different sorting algorithms with their respective Big O notations in separate files. The sorting algorithms covered are:

  • Bubble sort
  • Insertion sort
  • Selection sort
  • Quick sort (Lomuto partition scheme)
  • Shell sort (Using knuth sequence)
  • Cocktail shaker sort
  • Counting sort
  • Merge sort
  • Heap sort
  • Radix sort
  • Bitonic sort
  • Quick sort (Hoarse Partition scheme)

Requirements

  • Editor: The editor used was vi
  • Files were interpreted / compilled on Ubuntu 20.04 using gcc -Wall -Wextra -Werror - pedantic -std=gnu89
  • Betty style code was used

Author

  • Aly Alsayed
  • Nwogha Michael Chimdinma

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Alx project : Implement four different sorting algorithms and learn what is the Big O notation, and how to evaluate the time complexity of an algorithm.

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