Problem 60843. Determine the e-divisors of an integer

From MathWorld: d is called an e-divisor (or exponential divisor) of a number n with prime factorization
n = p1^a1 p2^a2 ... pr^ar
if d | n and
d = p1^b1 p2^b2 ... pr^br
where bj | aj for 1 <= j <= r. For example, the e-divisors of 36 are 2*3, 4*3, 2*9, and 4*9.Write a function to list the e-divisors of an integer. List them in increasing order.
Solve

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83.33% Correct | 16.67% Incorrect
Last Solution submitted on May 17, 2025

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