Article View: sci.crypt
Article #378Re: When does PKP's RSA patent expire?
From: Carl Oppedahl
Date: Wed, 04 Nov 1992 05:38
Date: Wed, 04 Nov 1992 05:38
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In <1992Nov3.092637.42@nsrvan.vanc.wa.us> sysevm@nsrvan.vanc.wa.us writes:
>In article <1992Nov3.043722.9603@panix.com>, oppedahl@panix.com (Carl Oppedahl) writes:
>> In <Bx1o2L.AMz@access.digex.com> jthomas@access.digex.com (Joe Thomas) writes:
>>
>>> In all the posts I've read about PKP's patent claims over RSA public
>>>key encryption, I have never seen anyone mention when the patent is due
>>>to expire. I was under the impression that U.S. patent protection is only
>.
>>>somebody checks when it was filed?
>>
>> If somebody will post the patent number I would be willing to check
>> and see when it expires.
>>
> Thanks Carl, Try US Patent 4,200,770 4/29/80 by Hellman, Diffie, Merkle
>and 4,218,582 8/19/80 by Hellman and Merkle.
Regarding US Pat. No. 4,200,770, the Derwent database says this:
the patent issued April 29, 1980.
It is owned by Stanford University.
Inventors: HELLMAN M E; DIFFIE B W; MERKLE R C
There is also a Canadian patent, CA 1121480 issued April 6, 1982.
The first patent application was filed September 6, 1977 in the US.
Abstract: The cryptographic system transmits a computationally
secure cryptogram over an insecure communication channel without
prearrangement of a cipher key. A secure cipher key is generated by
the conversers from transformation of exchanged transformed signals.
The conversers each posses a secret signal and exchange an initial
transformation of the secret signal with the other converser.
The received transformation of the other converser's secret signal
is again transformed with the receiving converser's secret signal to
generate a secure cipher key. The transformations use non-secret
operations that are easily performed but extremely difficult to invert.
It is infeasible for an eavesdropper to invert the initial
transformation to obtain either converser's secret signal, or duplicate
the latter transformation to obtain the secure cipher key.
The US patent should expire April 29, 1997.
-------------------------------------------
Regarding US Pat. No. 4218582, the Derwent database says this:
the US patent issued August 19, 1980.
Assignee: STANFORD UNIVERSITY
Stanford has also sought patents in Belgium, Netherlands, Great Britain,
Germany, Sweden, France, Canada, Switzerland, and Italy.
Patent Family:
CC Number Kind Date
BE 871039 A 790405
NL 7810063 A 790410
GB 2006580 A 790502
DE 2843583 A 790510
SE 7810478 A 790514
FR 2405532 A 790608
DE 2843583 C 820603
DE 2857905 A 820715
CA 1128159 A 820720
GB 2006580 B 820818
CH 634161 A 830114
IT 1099780 B 850928
The first application was filed October 6, 1977 in the US.
Abstract: Coding and decoding system for data transmission over
unprotected lines. The decoding system unit which has two inputs, one
receiving the coded message and the second the authentication signal
and has an output transmitting the inverse of the message coding
transformation.
The message is represented as a vector X having 'n' dimensions X1
being equal to 0 or 1. The authentication is represented by the vector
n dimensions whose components are such that a1 = logba' i mod m for i -
1,2,....n where a alpha m are whole numbers. The coding transformation
cannot be determined in the absence of the authentication signal.
The US patent is expected to expire August 19, 1997.
-------------------------------------------
Regarding US Pat. No. 4,405,829, the Derwent database says this:
the US patent issued September 20, 1983.
It appears the application was first filed in the US on December 14, 1977.
Assignee: MASSACHUSETTS INST TECH
Inventors: RIVEST R L; SHAMIR A; ADLEMAN L M
Abstract: The system includes a communications channel coupled to
at least one terminal having an encoding device and to at least one
terminal having a decoding device. A message-to-be-transferred is
enciphered to ciphertext at the encoding terminal by encoding the
message as number M in a predetermined set. That number is then
raised to a first predetermined power (associated with the intended
receiver) and finally computed. The remainder or residue, C, is
computed when the exponentiated number is divided by the product of two
predetermined prime numbers (associated with the intended receiver).
The residue C is the ciphertext. The ciphertext is deciphered to
the original message at the decoding terminal in a similar manner by
raising the ciphertext to a second predetermined power (associated with
the intended receiver). The residue, M', is computed when the
exponentiated ciphertext is divided by the product of the two
predetermined prime numbers associated with the intended receiver. The
residue M' corresponds to the original encoded message M.
The US patent would be expected to expire September 20, 2000.
I fear this is more than anyone wanted to know.
Carl Oppedahl AA2KW (intellectual property lawyer)
30 Rockefeller Plaza
New York, NY 10112-0228
voice 212-408-2578 fax 212-765-2519
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Newsgroups: sci.crypt Path: arc1-ca.pugleaf.net!sparky!uunet!gatech!news.ans.net!cmcl2!panix!oppedahl From: oppedahl@panix.com (Carl Oppedahl) Subject: Re: When does PKP's RSA patent expire? Message-ID: <1992Nov4.053842.8113@panix.com> Date: Wed, 4 Nov 1992 05:38:42 GMT References: <Bx1o2L.AMz@access.digex.com> <1992Nov3.043722.9603@panix.com> <1992Nov3.092637.42@nsrvan.vanc.wa.us> Organization: PANIX Public Access Unix, NYC Lines: 104