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Number of set bits in an integer


Write a function that takes an unsigned integer X and returns an integer representing the number of bits set to 1 in X. For example, if X was equal to 5, your function would return 2 since the binary representation of 5, which is 101, contains 2 bits set to 1.


There are a number of ways to approach solving this problem, but one of the most straight forward ways is to continually unset the right most bit set to 1 until your integer is equal to 0, and keep a count of the number of times you have done that. There are two equally valid ways to unset the right most bit with bitwise operations: m = m & (m - 1) or m -= m & -m. With the knowledge of how to unset the right most bit, we can write a function to solve our problem.

def count_set_bits(m):
    count = 0
        m -= m & -m
        count += 1
    return count

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