I\'m trying to do a lab work from the textbook Zelle Python Programming
The question asked me to \"write and test a recursive function max()
to find the
Here is my answer, with a one line of code :))
def max_value(n_list):
return n_list[0] if len(n_list) == 1 else max(n_list[0], max_value(n_list[1:]))
One simple way would be to sort the list first then use indexing.
Here's a function that would work:
a = [1,233,12,34]
def find_max(a):
return sorted(a)[-1]
These solutions fail after certain list size.
This is a better version:
def maximum2(a, n):
if n == 1:
return a[0]
x = maximum2(a[n//2:], n - n//2)
return x if x > a[0] else a[0]
def maximum(a):
return maximum2(a, len(a))
maximum(range(99999))
>>> 99998
def Max(lis,maxx=-float("inf")):
if len(lis) == 1: #only one element in lis
return maxx if maxx>lis[0] else lis[0] #return lis[0] if it's greater than maxx
else:
m=lis[0] if lis[0]>maxx else maxx # m = max(lis[0],maxx)
return Max(lis[1:],m) #call Max with lis[1:] and pass 'm' too
print Max([1,2,39,4,5,6,7,8]) #prints 39
print Max([1,2,3,4,5,6,7,8]) #prints 8
def find_max(arr):
"""find maximum number in array by recursion"""
if arr == []: # if its an empty array
return 0
if len(arr) == 1: # if array has only one element
return arr[0]
else: # get max of first item compared to other items recursively
return max(arr[0], find_max(arr[1:])) # 1: means all other excluding 0th element
def main():
print(find_max([2,3,5,6,7,1])) # will print max - 7
if __name__ == "__main__":
main()
def getMaxNumber(numbers):
return 'N.A' if len(numbers) == 0 else max(numbers)