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Hide a weakness in ECC by choosing the prime or one of the curve coefficients
Suppose you are given a value $c$. Can you find a prime $p$ and an integer $b$ such that the elliptic curve $$E: y^2 \equiv x^3 -3x + b \pmod p$$ is cryptographically weak? You need to choose ...
Sep 10 '13 at 23:49
newest elliptic-curves standards questions feed
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