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What is Elliptic Curve Generation Methods about?

The document discusses methods for generating suitable elliptic curve groups for use in cryptography. It introduces elliptic curves over finite prime fields Fp and binary fields F2n. For security, elliptic curve groups used in cryptography must have a large prime order. The document describes three main methods for finding such groups: the random method, complex multiplication method, and Koblitz method. It also discusses issues regarding implementing arithmetic on elliptic curves.

Author

Samridhi Srivastava

Language

EN