In AES, to make the s-box, we apply the transformation b’_i = b_i XOR b_(i+4) XOR b(i+5) XOR b_(i+6) XOR b_(i+7) XOR c_i What is c_i in this transformation?

In AES, to make the s-box, we apply the transformation b’_i = b_i XOR b_(i+4) XOR b(i+5) XOR b_(i+6) XOR b_(i+7) XOR c_i What is c_i in this transformation? Correct Answer c_i is the ith bit of byte c with value 0x63

Ci is the ith bit of byte c with value 0x63 i.e, c = 01100011.

Related Questions

In AES, to make the s-box, we apply the transformation – b’i = bi XOR b(i+4) XOR b(i+5) XOR b(i+6) XOR b(i+7) XOR ci What is ci in this transformation?
Which of these is a correct expression for the one sided upper cusum? \) b) \(C_i^+=max⁡\) c) \(C_i^+=min⁡\) d) \(C_i^+=max⁡\)
What is the value of one sided lower cusum? \) b) \(C_i^-=max⁡\) c) \(C_i^-=min⁡\) d) \(C_i^-=max⁡\)
The inverse s-box permutation follows, b’_i = b_(i+2) XOR b(i+5) XOR b_(i+7) XOR d_i Here d_i is
The inverse s-box permutation follows, b’i = b(i+2) XOR b(i+5) XOR b(i+7) XOR di Here di is –