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IBM's New Algo
The New York Times, May 7, 1997, p. D5.
I.B.M. Researchers Develop A New Encryption Formula
By Laurence Zuckerman
I.B.M. plans to announce today that two of its researchers
have come up with a new computer encryption formula that
they say is nearly impossible to crack.
The International Business Machines Corporation said that
the breakthrough was still a long way from being employed
outside the lab and that it did nothing to resolve the
running dispute between the computer industry and the
Federal Government over whether law enforcement agencies
should be given access to encrypted communications. But it
could ultimately help reduce the vulnerability of so-called
public-key encryption, which is the favored security method
used to safeguard commerce and privacy on the Internet.
"They've made a big advance," said Joan Feigenbaum, a
researcher at AT&T Labs in Murray Hill, N.J., who is
familiar with the work of the two computer scientists who
developed the system, Miklos Ajtai and Cynthia Dwork of
I.B.M.'s Almaden Research Center in San Jose, Calif.
"Scientifically, this is a big step in the right
direction."
But Bruce Schneier, a computer security consultant in
Minneapolis and author of a standard textbook on
cryptography, dismissed the news.
"Theoretically it is important, but as a security
breakthrough there is nothing new," he said.
In public-key encryption, the sender of an electronic
communication uses software that automatically scrambles
the information by incorporating a publicly known numerical
key. Decoding the scrambled transmission requires a private
key, a number supposedly known only by the recipient.
The security of the system depends, among other things, on
how difficult it is for an electronic eavesdropper to crack
the code using a powerful computer. If some of the codes
that are generated by the system are difficult to break but
others are easy, the system is inherently weak. I.B.M. said
that its new system was the first to generate hundreds of
codes at random, each of which is as difficult to crack as
the hardest instance of the underlying mathematical
problem.
The system is based on a problem that has defied solution
by mathematicians for 150 years, I.B.M. said.
Mr. Schneier said that the cryptographic formulas now in
use were already robust enough. The biggest challenge, he
said, is creating security systems in the real world that
are not vulnerable to hackers.
"Cryptography is a lot more than math" he said.
[End]