Mutual authentication method for lightweight-class RFID on elliptic curve
An elliptic curve and mutual authentication technology, applied in the field of RFID mutual authentication technology, can solve problems such as label information privacy, achieve the effect of protecting identity information and realizing mutual authentication
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[0020] The symbols used in the implementation are described in the table below:
[0021]
[0022] In this scheme, there is no trusted third party as the issuing institution. Only server, reader and tag. The server generates the public-private key pair of the reader and the tag. Furthermore, the communication channel between reader and server is secure. So in this solution, we write the communication between the tag and the reader as the communication between the tag and the server.
[0023] (1) System initialization: the server generates its public-private key pair, tag identity information and two secure hash functions. The identity list of all legal labels is stored in the server.
[0024] The server chooses q, n two large prime numbers, and two hash functions H 1 with H 2 , an n-order generator P;
[0025] The server determines the elliptic curve E to be y 2 =x 3 +ax+b, where the elliptic curve constant a,b∈Z q ,Z q is a finite field of length q;
[0026] The...
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