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This paper describes a method for assuring that the RSA primes generated by two different parties will always be different. While this condition is not required for the RSA signatures and encryption, this user-dependence of RSA primes is highly desirable in view of possible disputes around the authenticity of a digital signature. A cheating party may claim that a pair of prime numbers was generated...
This paper describes a method for assuring that the RSA primes generated by two different parties will always be different. While this condition is not required for the RSA signatures and encryption, this user-dependence of RSA primes is highly desirable in view of possible disputes around the authenticity of a digital signature. A cheating party may claim that a pair of prime numbers was generated...
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