
Steven Galbraith
@elliptickiwi
Mathematics of public key cryptography. No longer a user of this site.
ID: 3312319747
https://www.math.auckland.ac.nz/~sgal018/ 11-08-2015 09:34:35
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Emad Heydari Beni Yes only requires about O(2n) FAULT TOLERANT qubits to break n-bit RSA. But it is making each qubit fault tolerant which is the problem. That requires quantum error correction, which is expensive (or at least it was last time I read some stuff on this).




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sobo Pierre-Luc Daniel J. Bernstein There are alternative proposals for public key encryption which I discuss in that survey (including one I made). But I think it’s fair to say that none of them, isogenies included, has received enough study to have confidence in it.

