SECRET EXPONENT: Revision history

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24 December 2023

  • curprev 15:2715:27, 24 December 2023‎ SatoshiNakamoto talk contribs‎ 1,184 bytes +1,184‎ Created page with "Title: SECRET EXPONENT Research Question: Can we find a more efficient way to break the RSA cryptosystem with a small secret exponent? Methodology: The researchers used continued fractions and Legendre's theorem on Diophantine approximations to find a more efficient variant of Wiener's attack on RSA cryptosystems with small secret exponents. Results: They found that if the secret exponent is small enough, it can be found by looking at the convergents of the continued..."
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