# MergeSort # Aufwand = O(n*log(n)) from random import randint import time z = 0 y = 0 n = int(input('Laenge des arrays: ')) print() # Erzeugen des arrays mit dem Namen a # und den n Komponenten a[0], . . . , a[n-1] a = list(range(1,n+1)) # Zuweisung von Zufallszahlen an die Komponenten des arrays a for i in range(0,n): a[i] = randint(1,1000000) # Ausgabe der Quelliste r = int(input('Wieviele Elemente sollen angezeigt werden? ')) print() print('Quelliste:') print() for i in range(0,r): print(a[i]) def merge(array, left, middle, right): global y y += 1 left_sublist = array[left:middle + 1] right_sublist = array[middle+1:right+1] left_sublist_index = 0 right_sublist_index = 0 sorted_index = left while left_sublist_index < len(left_sublist) and right_sublist_index < len(right_sublist): if left_sublist[left_sublist_index] <= right_sublist[right_sublist_index]: array[sorted_index] = left_sublist[left_sublist_index] left_sublist_index = left_sublist_index + 1 else: array[sorted_index] = right_sublist[right_sublist_index] right_sublist_index = right_sublist_index + 1 sorted_index = sorted_index + 1 while left_sublist_index < len(left_sublist): array[sorted_index] = left_sublist[left_sublist_index] left_sublist_index = left_sublist_index + 1 sorted_index = sorted_index + 1 while right_sublist_index < len(right_sublist): array[sorted_index] = right_sublist[right_sublist_index] right_sublist_index = right_sublist_index + 1 sorted_index = sorted_index + 1 def sort(array, left, right): global z z +=1 if left == right: return middle = (left + right)//2 sort(array, left, middle) sort(array, middle + 1, right) merge(array, left, middle, right) start = time.time() sort(a, 0, len(a)-1) end = time.time() MergeSortTime = end - start print() print('Sortierte Liste:') print() for i in range(0,r): print(a[i]) print() print('Zeitaufwand zum Sortieren von',n,'Elementen: {:7.3f} s'.format(MergeSortTime)) print('# Aufrufe sort: {0:8}'.format(z)) print('# Aufrufe merge: {0:8}'.format(y))