Authorization controlled electronic signature method based on elliptical curve
An electronic signature and elliptic curve technology, which is applied in electrical components, electrical digital data processing, digital data authentication, etc., can solve the problem that the control of the use of signature power cannot be realized, the signature power of the agent cannot be controlled, and the integrity of the document cannot be guaranteed, etc. problem, to achieve the effect of ensuring authenticity, good identification, and easy management
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[0061] The present invention will be further described below in conjunction with examples, but these examples should not be construed as limiting the present invention.
[0062] Randomly select a 192-bit large prime number p, the elliptic curve E(GF(p)):y 2 =x 3 +ax+b(mod p) is a secure elliptic curve defined on the finite field GF(p), on which the base point randomly selected is G=(x, y), and the order of the elliptic curve E is n=#E( GF(p)), r is a large prime factor of n.
[0063] in,
[0064] p=6277101735386680763835789423207666416083908700390324961279
[0065] a=592616546630905635115220920655548752905575269097021663719
[0066] b=4804233895280899388319973107961190048453702796229268188014
[0067] n=165186887773333704311468142720121385129365739211127201127
[0068] r=165186887773333704311468142720121385129365739211127201127
[0069] x=767497456867608967492675205059054232203172713727662547906
[0070] y=773339505718536040565224929606618157393578012863049959916
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