By Frederik Vercauteren, Bart Preneel, Joos Vandewalle (auth.), Birgit Pfitzmann (eds.)
EUROCRYPT 2001, the twentieth annual Eurocrypt convention, was once subsidized through the IACR, the foreign organization for Cryptologic study, see http://www. iacr. org/, this 12 months in cooperation with the Austrian laptop - ciety (OCG). the final Chair, Reinhard Posch, was once answerable for neighborhood or- nization, and registration was once dealt with by way of the IACR Secretariat on the college of California, Santa Barbara. as well as the papers contained in those court cases, we have been happy that the convention software additionally integrated a presentation via the 2001 IACR d- tinguished lecturer, Andrew Odlyzko, on “Economics and Cryptography” and an invited speak by means of Silvio Micali, “Zero wisdom Has Come of Age. ” additionally, there has been the rump consultation for shows of modern effects and different (p- sibly satirical) issues of curiosity to the crypto neighborhood, which Jean-Jacques Quisquater kindly agreed to run. this system Committee bought a hundred and fifty five submissions and chosen 33 papers for presentation; one in every of them was once withdrawn via the authors. The evaluation method used to be for this reason a fragile and hard activity for the committee contributors, and that i desire to thank them for the entire e?ort they spent on it. each one committee member used to be answerable for the evaluation of at the least 20 submissions, so every one paper was once rigorously evaluated by means of no less than 3 reviewers, and submissions with a software committee member as a (co-)author through a minimum of six.
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Additional resources for Advances in Cryptology — EUROCRYPT 2001: International Conference on the Theory and Application of Cryptographic Techniques Innsbruck, Austria, May 6–10, 2001 Proceedings
Izu, J. Kogure, M. Noro, and K. Yokoyama. Eﬃcient implementation of Schoof’s algorithm. In K. Ohta and D. Pei, editors, Advances in Cryptology – ASIACRYPT ’98, volume 1514 of Lecture Notes in Comput. , pages 66–79. Springer-Verlag, 1998. International Conference on the theory and application of cryptology and information security, Beijing, China, October 1998. D. Johnson and A. Menezes. The elliptic curve digital signature algorithm (ECDSA). Technical Report CORR 99-34, U. Waterloo, 1999. ca/. N.
4 Good Elliptic Curves in Cryptography The security of elliptic curve cryptosystems depends on the diﬃculty of solving the elliptic curve discrete logarithm (ECDL) problem. As mentioned in the introduction, there are several attacks against curves with special properties such as the one against trace 1 curves, or the MOV reduction for supersingular curves, etc. For random curves, the chance that one of these methods can apply is vanishingly small. However there are other attacks that work for generic abelian ﬁnite groups.
Kob87. Ler97a. Ler97b. LM95. LST64. LV00. Men93. Mil87. M. Fouquet, P. Gaudry, and R. Harley. An extension of Satoh’s algorithm and its implementation. J. Ramanujan Math. , 15:281–318, 2000. G. -G. R¨ uck. A remark concerning m-divisibility and the discrete logarithm in the divisor class group of curves. Math. , 62(206):865–874, April 1994. P. Gaudry, F. Hess, and N. Smart. Constructive and destructive facets of Weil descent on elliptic curves. Submitted to J. Crypt. html, 2000. R. Gallant, R. Lambert, and S.