XZ-elliptic curve cryptography with secret key embedding

Cryptography – Particular algorithmic function encoding

Reexamination Certificate

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Reexamination Certificate

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07961874

ABSTRACT:
Secure communications over an insecure channel is provided using symmetric key elliptic curve cryptography. More specifically, a shared secret key and/or data bit string is embedded in the X-coordinate and the Z-coordinate of an elliptic curve point defined in projective coordinates, wherein the embedding process is deterministic and non-iterative. In addition, the base point may be blinded by making the base point dependant on the shared secret key.

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