Is finding the integer $r^{th}$ root of an integer (if it exists) polynomial time? What is the algorithm?
2026-04-25 04:10:26.1777090226
Finding discrete rth roots
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Yes. The algorithm is: take logarithms to sufficient accuracy, divide by $r$, exponentiate to sufficient accuracy, round off to the nearest integer, and check whether the $r$th power of that integer is the original number.