Reply to unclad emperors

@article{Koblitz1988ReplyTU,
  title={Reply to unclad emperors},
  author={Neal Koblitz},
  journal={The Mathematical Intelligencer},
  year={1988},
  volume={10},
  pages={14-16}
}
  • N. Koblitz
  • Published 1 December 1988
  • The Mathematical Intelligencer
4 Citations

Book Reviews

Neal Koblitz is my kind of guy. How do I know? I’ve never met him, never even saw him on a platform at the AMS or MAA. But I’ve just read his memoir, Random Curves. He doesn’t pull his punches. He

Review of Random Curves by Neal Koblitz

TLDR
Neal Koblitz is co-inventor of elliptic curve cryptosystems, and has written two books and several articles on applications of number theory in cryptography.

Obstacles to the torsion-subgroup attack on the decision Diffie-Hellman Problem

Cheng and Uchiyama show that if one is given an elliptic curve, depending on a prime p, that is defined over a number field and has certain properties, then one can solve the Decision Diffie-Hellman