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1 answer
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Is it theoretically possible to find a factoring algorithm that runs in polynomial time? [closed]

Given that we don't know if P=NP, what's to stop someone from finding tomorrow an algorithm that makes prime factoring, or any other trap-door function reversing for that matter, computationally ...
c3200015's user avatar
3 votes
1 answer
383 views

Equivalence between Diffie Hellman and Discrete Log

For which non-trivial groups, do we know that the Diffie Hellman problem and the Discrete Log are equivalent? Is there any group for which we suspect them to be different? Could there be a finite ...
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6 votes
1 answer
304 views

Shortest vector problem over polynomials

In shortest vector problem, given a lattice in $\Bbb Z^n$, we seek the shortest non-zero vector in the lattice. This problem is computationally difficult. Answer in Evidence for integer factorization ...
Turbo's user avatar
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