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Surprising contrast, since the security assumption of RSA is also not proven.


Prime factorization, matrix math, and elliptic curves are the primary "difficult" math problems we have to implement encryption.

If there are any others, I'd like to know.


Its properties are known. It’s safe until someone can efficiently factor large numbers.


That statement relies on the unproven assumption that there's no faster way to solve the RSA problem than to factor the modulus.




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