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bigbud · 2005-04-14, 12:15

would it be possible to "convert"

GF(211921F4A73A3761B88323D6A34DF9E984D08FF25C491DF5DB3251310FAB9C36ACE903E01D41B9BF1EA5CBEAA79FD1D7036835E45933E34825B87C9AB45C2C4F^1)

to GF(2), for utilizing Coppersmith's index-calculus ?

eg, convert from one GF representation to another, with all numbers converted to GF2, espeically the polynomial etc.

Best Regards, Bud

2005-04-14, 12:15	#1
bigbud Apr 2005 3 Posts	conversion to GF(2) would it be possible to "convert" GF(211921F4A73A3761B88323D6A34DF9E984D08FF25C491DF5DB3251310FAB9C36ACE903E01D41B9BF1EA5CBEAA79FD1D7036835E45933E34825B87C9AB45C2C4F^1) to GF(2), for utilizing Coppersmith's index-calculus ? eg, convert from one GF representation to another, with all numbers converted to GF2, espeically the polynomial etc. Best Regards, Bud