From: collins@newton.apple.com (Scott Collins)
To: cypherpunks@toad.com
Message Hash: fd6cfd91376df65ee0d18d8e3eac5318a52eb8efd3a540a0668e220fdac8b0de
Message ID: <9311162302.AA16496@newton.apple.com>
Reply To: N/A
UTC Datetime: 1993-11-16 23:05:56 UTC
Raw Date: Tue, 16 Nov 93 15:05:56 PST
From: collins@newton.apple.com (Scott Collins)
Date: Tue, 16 Nov 93 15:05:56 PST
To: cypherpunks@toad.com
Subject: RSA/MP/FFT speedups?
Message-ID: <9311162302.AA16496@newton.apple.com>
MIME-Version: 1.0
Content-Type: text/plain
Cetin Koc, Professor at Oregon State working with RSA, gave a lecture at
the 93 RSA Data Security Conference on improving RSA performance, where, at
one point, he discounted the efficacy of FFTs for
multiplication/exponentiation of such small numbers (under 2000 bits),
compared to better use of addition chains, separating squaring from
multiplication, and cleaner MP multiplies, etc.
Recently, someone (I can't remember) mentioned in conversation that someone
else (I also can't remember) had very good results with FFTs. In fact, the
break even point was actually just a few hundred bits.
I would really like to find out: a) who is doing this work; b) is there a
paper; c) some performance figures (test code would be good :-).
If anyone has any pointers, please send them to me in private e-mail.
If anyone else is interested in this topic, please tell me in private
e-mail; I will CC answers to all interested parties, or (if interest
exceeds my CC threshold) post to the list.
Thanks,
Scott Collins | "Few people realize what tremendous power there
| is in one of these things." -- Willy Wonka
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1993-11-16 (Tue, 16 Nov 93 15:05:56 PST) - RSA/MP/FFT speedups? - collins@newton.apple.com (Scott Collins)