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US Patent 10116443 Pairing verification in supersingular isogeny-based cryptographic protocols

Patent 10116443 was granted and assigned to ISARA (company) on October, 2018 by the United States Patent and Trademark Office.

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Contents

Is a
Patent
Patent

Patent attributes

Patent Applicant
ISARA (company)
ISARA (company)
Current Assignee
ISARA (company)
ISARA (company)
Patent Jurisdiction
United States Patent and Trademark Office
United States Patent and Trademark Office
Patent Number
10116443
Patent Inventor Names
Kassem Kalach0
Anton Mosunov0
Date of Patent
October 30, 2018
Patent Application Number
15887348
Date Filed
February 2, 2018
Patent Citations Received
‌
US Patent 12073300 Systems and methods for post-quantum cryptography optimization
0
‌
US Patent 11483143 Enhanced monitoring and protection of enterprise data
‌
US Patent 11496447 Cryptosystem and method with efficient elliptic curve operators for an extraction of EiSi coordinate system
0
‌
US Patent 11449799 Systems and methods for post-quantum cryptography optimization
0
‌
US Patent 12003620 System and method for secure electronic data transfer
0
‌
US Patent 12069186 Systems and methods for post-quantum cryptography optimization
0
‌
US Patent 12074967 Systems and methods for post-quantum cryptography optimization
0
‌
US Patent 11477016 Systems and methods for post-quantum cryptography optimization
0
...
Patent Primary Examiner
‌
Michael S McNally
Patent abstract

In a general aspect, a supersingular isogeny-based cryptography process is performed. In some aspects, a secret integer of a first entity is obtained. A public key of a second entity includes a first image curve and a first pair of elliptic curve points. A first pairing value is computed based on a second pair of elliptic curve points defined by a supersingular isogeny-based cryptosystem. A second pairing value is computed based on the first pair of elliptic curve points. Validating the public key includes verifying whether the first pairing value matches the second pairing value. A second image curve is computed based on the secret integer and the first pair of elliptic curve points. A shared secret value, shared by the first entity and the second entity, is computed based on the second image curve.

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