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MergeSort.py
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################################################################################
## Copyright(c) Arsalan Khairani, 2014 ##
## Merge Sort ##
## ##
## Divide and Conquer merge sort algorithm. ##
################################################################################
# Function: Sort the array in two halfs from the mid
def MergeSort(left, right, arr):
# Base case
if left == right:
a = []
a.append(arr[left])
return a
# Call of left half
half = int((left + right)/2)
leftTree = MergeSort (left, half, arr)
# Call on right half
rightTree = MergeSort (half + 1, right, arr)
# Call Merge
sort = Merge(leftTree, rightTree)
return sort
# Function: Merge two sub arrays
def Merge(leftTree, rightTree):
i = 0
j = 0
arr = []
for k in range(len(leftTree)+len(rightTree)):
# In case of any one array is fully copied
if i == len(leftTree):
arr.append(rightTree[j])
j += 1
elif j == len(rightTree):
arr.append(leftTree[i])
i+= 1
# In case both have elements then copy the greates
elif leftTree[i] > rightTree[j]:
arr.append(rightTree[j])
j+= 1
else:
arr.append(leftTree[i])
i+= 1
return arr
a = {1:2, 4:1, 3:0}
#b = MergeSort(0, 2, a.values())
print (a)