Navbar menu

HackerRank Python Solution - Numpy Topic - Min and Max

Min:

The tool min returns the minimum value along a given axis.

import numpy

my_array = numpy.array([[2, 5], 
                        [3, 7],
                        [1, 3],
                        [4, 0]])

print numpy.min(my_array, axis = 0)         #Output : [1 0]
print numpy.min(my_array, axis = 1)         #Output : [2 3 1 0]
print numpy.min(my_array, axis = None)      #Output : 0
print numpy.min(my_array)                   #Output : 0
By default, the axis value is None. Therefore, it finds the minimum over all the dimensions of the input array.

Max:

The tool max returns the maximum value along a given axis.

import numpy

my_array = numpy.array([[2, 5], 
                        [3, 7],
                        [1, 3],
                        [4, 0]])

print numpy.max(my_array, axis = 0)         #Output : [4 7]
print numpy.max(my_array, axis = 1)         #Output : [5 7 3 4]
print numpy.max(my_array, axis = None)      #Output : 7
print numpy.max(my_array)                   #Output : 7
By default, the axis value is None. Therefore, it finds the maximum over all the dimensions of the input array.

Task:

You are given a 2-D array with dimensions N x M. Your task is to perform the min function over axis 1 and then find the max of that.

Input Format:

The first line of input contains the space-separated values of N and M. The next N lines contain M space-separated integers.

Output Format:

Compute the min along axis 1 and then print the max of that result.

Sample Input:

4 2
2 5
3 7
1 3
4 0
Sample Output:
 
3
Explanation:

The min along axis 1 = [2, 3, 1, 0] The max of [2, 3, 1, 0] = 3

Solution:

import numpy as np

N, M = map(int,input().split())

arr = np.array([input().split() for _ in range(N)],int)

print(np.max(np.min(arr,axis=1)))
Disclaimer: The problem statement is given by hackerrank.com but the solution is generated by the Geek4Tutorial admin. If there is any concern regarding this post or website, please contact us using the contact form. Thank you!

No comments:

Post a Comment