Question

Given an elliptic curve E mod p, where p is a prime, the number of points on the curve is denoted as #E. Also, the ECDLP is expressed as dP = T.

Which of these statements is TRUE? (select all that apply)

Incorrect 0/0.15 pts Question 18 The image below illustrates different elliptic curves. Elliptic curve cryptosystems rely on the hardness of the generalized discrete logarithm problem. ECDLP.png Given an elliptic curve E mod p, where p is a prime, the number of points on the curve is denoted as #E. Also, the ECDLP is expressed as dP = T. Which of these statements is TRUE? (select all that apply) Tis the public key Tis an integer d is the private key Pis the private key

Answer 1

E mod p, where p is a prime, the number of points on the curve is denoted as #E. Also, the ECDLP is expressed as dP = T.

SPOT Private key de {2,3,...,r-1}, and public key T = dP. Hence answer is I is public key and d is Private Key