In RSA public key cryptosystem suppose n=p*q where p and q are primes. (e,n) and (d,n) are public and private keys respectively. Let M be an integer such that 0<M<n and ɸ(n)=(p-1)(q-1).
Which of the following equations represent RSA public key cryptosystem?
I. C≡Me (mod n), M≡(C)d(mod n)
II. ed≡1(mod n)
III. ed≡(mod ɸ(n))
IV. C≡Me (mod ɸn), M≡Cd(mod ɸn)
Codes:
(1) I and II
(2) I and III
(3) II and III
(4) I and IV
Which of the following equations represent RSA public key cryptosystem?
I. C≡Me (mod n), M≡(C)d(mod n)
II. ed≡1(mod n)
III. ed≡(mod ɸ(n))
IV. C≡Me (mod ɸn), M≡Cd(mod ɸn)
Codes:
(1) I and II
(2) I and III
(3) II and III
(4) I and IV