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Method and apparatus for digital signature authentication

Patent 5581616 Issued on December 3, 1996. Estimated Expiration Date: Icon_subject June 7, 2015. Estimated Expiration Date is calculated based on simple USPTO term provisions. It does not account for terminal disclaimers, term adjustments, failure to pay maintenance fees, or other factors which might affect the term of a patent.

Patent References

Public key cryptographic system using elliptic curves over rings
Patent #: 5146500
Issued on: 09/08/1992
Inventor: Maurer

Method and apparatus for public key exchange in a cryptographic system
Patent #: 5159632
Issued on: 10/27/1992
Inventor: Crandall

Method of transferring a secret, by the exchange of two certificates between two microcomputers which establish reciprocal authorization
Patent #: 5218637
Issued on: 06/08/1993
Inventor: Angebaud, et al.

Method and apparatus for public key exchange in a cryptographic system
Patent #: 5271061
Issued on: 12/14/1993
Inventor: Crandall

Public key cryptosystem with an elliptic curve
Patent #: 5272755
Issued on: 12/21/1993
Inventor: Miyaji, et al.

Method and apparatus for public key exchange in a cryptographic system
Patent #: 5463690
Issued on: 10/31/1995
Inventor: Crandall

Privacy-protected transfer of electronic information Patent #: 5521980
Issued on: 05/28/1996
Inventor: Brands

Inventor

Application

No. 484264 filed on 06/07/1995

US Classes:

380/28, PARTICULAR ALGORITHMIC FUNCTION ENCODING380/30Public key

Examiners

Primary: Cangialosi, Salvatore

Attorney, Agent or Firm

International Class

H04L 009/30

Abstract

The present invention improves speed and reduces complexity in a digital signature scheme that uses elliptic algebra. The signature scheme generates two points that are compared. If the points do not match, the signature is not authentic. The present invention reduces computations by comparing only the x coordinates of the two generated points. The invention provides a scheme for deducing the possible values of the x-coordinate of a sum of two points using only the x coordinates of the original two points in question. The present invention provides a scheme that limits the possible solutions that satisfy the equation to two (the authentic signature and one other). Because of the large number of possible inauthentic solutions, the chance of a false authentic signature is statistically insignificant.

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