David Naccache, Nigel P. Smart, Jacques Stern  Home/Search
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Abstract: Denoting by P = [k]G the elliptic-curve double-and-add multiplication of a public base point G by a secret k, we show that allowing an adversary access to the projective representation of P results in information being revealed about k. (Update)
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BibTeX entry: (Update)
@misc{ naccache-projective,
author = "David Naccache and Nigel P. Smart and Jacques Stern",
title = "Projective Coordinates Leak",
url = "citeseer.ist.psu.edu/article/naccache03projective.html" }
Citations (may not include all citations):147 Efficient Signature Generation by Smart Cards (context) - Schnorr - 1991
119 Elliptic Curves in Cryptography - Blake, Seroussi et al. - 1999
115 Security Arguments for Digital Signatures and Blind Signatur.. - Pointcheval, Stern - 2000
34 The Insecurity of the Digital Signature Algorithm with Parti.. - Nguyen, Shparlinski - 2002
33 Lattice Reduction: a Toolbox for the Cryptanalyst - Joux, Stern - 1998
24 Flaws in Applying Proof Methodologies to Signature Schemes - Stern, Pointcheval et al. - 2002
21 Improved algorithms for elliptic curve arithmetic in GF - L'opez, Dahab - 1999
20 Federal Information Processing Standard Publication (context) - of, National et al. - 1994
16 Lattice attacks on digital signature schemes (context) - Howgrave-Graham, Smart - 2001
9 Collision Resistance (context) - Brown, Groups - 2002
5 The Exact Security of ECIES in the Generic Group Model In B (context) - Smart - 2001
5 The hardness of the subset sum problem and its cryptographic.. (context) - Nguyen, Stern - 1999
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