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Algorithm and Data Structures With Ruby - #3 Quick Sort
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| #The Quick Sort is a popular sorting algorithm, which has been discussed in detail, with examples and C code over here : Arrays and Sorting: Quick Sort ( with C Program source code). In this tutorial, we will take a quick look at the ruby implementation of Quick Sort. | |
| #1 | |
| def partition arr, lo, hi | |
| i,j = lo+1,hi | |
| while true | |
| i+=1 while arr[i] <= arr[lo] and i < hi | |
| j-=1 while arr[j] > arr[lo] and j > lo | |
| break if i>=j | |
| arr[i], arr[j] = arr[j], arr[i] #swap | |
| end | |
| arr[lo], arr[j] = arr[j], arr[lo] | |
| j | |
| end | |
| def quicksort arr, lo = 0, hi = nil | |
| hi ||= arr.size - 1 | |
| return arr if hi <= lo | |
| pivot = partition arr, lo, hi | |
| quicksort arr, lo, pivot-1 | |
| quicksort arr, pivot+1, hi | |
| end | |
| #test | |
| p quicksort [3,4,2,6,56,14,33,1,9,6] #[1, 2, 3, 4, 6, 6, 9, 14, 33, 56] | |
| #2 | |
| def quickSort(arr,from,to) | |
| return if from >= to | |
| pivot = arr[from] | |
| i = from | |
| for j in (1+from)..to | |
| if arr[j] < pivot | |
| i = i + 1 | |
| temp = arr[i] | |
| arr[i] = arr[j] | |
| arr[j] = temp | |
| end | |
| end | |
| quickSort(arr,from,i-1); | |
| quickSort(arr,i+1,to); | |
| end | |
| original_array=[2,19,5,4,3,14,2] | |
| puts "Sorted Array Using Quick Sort:" | |
| quickSort(original_array,0,original_array.length - 1) | |
| p original_array |
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