Rsa, Miller Rabin, Prime Numbers, Algorithms, Cryptography.
where m is odd. 2. Choose a random base 0 < a < n. 3. If Then n is a probable prime and we stop here. 4. Otherwise, if Then we keep squaring b until we find an r ≤ k-1 with Then n is a probable prime and we stop here. On the other hand, if we don’t find such an r, then we are sure that n is not