The Goldreich-Goldwasser-Halevi Cryptosystem
Recently, O. Goldreich, S. Goldwasser and S. Halevi described a construction
of a trapdoor function whose security is based on the assumed hardness of
the closest-lattice-vector problem (CVP). A description of this construction
can be found in the article
From this page you can download challenges for breaking this cryptosystem
with lattice in dimensions ranging from 200 to 400. Our current estimate
is that dimensions 300 and up should be infeasible to break.
Follows are the challenges. Each challenge file begins with a short
description of its format. The description itself can alse be found here.
- Challenge in dimension 200, (gzipped ascii file, 329757 bytes).
download
- Challenge in dimension 250, (gzipped ascii file, 619112 bytes).
download
- Challenge in dimension 300, (gzipped ascii file, 991536 bytes).
download
- Challenge in dimension 350, (gzipped ascii file, 1631449 bytes).
download
- Challenge in dimension 400, (gzipped ascii file, 2370723 bytes).
download