RSA and prime-generator algorithms
问题 OK, my understanding of the mathematical workings of RSA may not be as deep as it should, so feel free to slap me over the head if this is stupid: To generate a private key, we need two random big primes. There is no algorithm that can do that precisely and efficiently, but there are algorithms that can generate big numbers that have a 99.99999...(a bazillion 9s)...999% probability of being prime. My question is: what happens if, by a phenomenal stroke of bad luck, when you were generating