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Why Quantum Computers Might Not Break Cryptography
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Re: Why Quantum Computers Might Not Break Cryptography
#22Re: Why Quantum Computers Might Not Break Cryptography
#23I feel like the paper by DJB, which this article is based off of, was some sort of satire.
Re: Why Quantum Computers Might Not Break Cryptography
#24If I had a quantum computer that was capable of breaking RSA, I wouldn't tell anyone. The whole point is to be able to spy on people, and you wouldn't be able to do that if everyone knew that RSA was broken. I don't know if quantum computers exist, but I'm sure once they do, the people who build them will keep them secret.
The hard part is hardware, and you need the minimum number of qubits to be of any use to breaking RSA. That number is on the order of O(N^2), where N is the number of bits--so you need qubits on the order of hundreds of thousands if not millions. Where the state of the art is around 10.
[1] D-Wave is approaching this equivalency, for certain definitions of quantum computers.
Re: Why Quantum Computers Might Not Break Cryptography
#25I am worried about the following part from the paper " rel="nofollow">https://cr.yp.to/papers/pqrsa-20170419.pdf> "Our batch prime-generation algorithm suggests that, to help reduce energy consumption and protect the environment, all users of RSA — including users of traditional pre-quantum RSA — should delegate their key-generation computations to NIST or anohter trusted third party. This speed improvement would als…
Re: Why Quantum Computers Might Not Break Cryptography
#26I am worried about the following part from the paper " rel="nofollow">https://cr.yp.to/papers/pqrsa-20170419.pdf> "Our batch prime-generation algorithm suggests that, to help reduce energy consumption and protect the environment, all users of RSA — including users of traditional pre-quantum RSA — should delegate their key-generation computations to NIST or anohter trusted third party. This speed improvement would als…
We'd probably be far better off coming up with mechanisms to generate strongly probabilistically unique psudeo-random domains from which we could (on a per cryptographic context basis) generate strong pseudo-primes.
This could most likely be done in a reasonably efficient manner, without resorting to the government backdoor suggested.