In Theorem 3.37, prove that if p i = p j , then we cannot determine whether
Question:
In Theorem 3.37, prove that if pi= pj, then we cannot determine whether an error occurs in the ith or the jth component of the received vector.
(Throughout this proof we denote by ai the ith column of a matrix A.) With P and G as in the statement of the theorem, assume first that they are standard parity check and generator matrices for the same binary code. Therefore, for every x in Zk2,PGx 0. In terms of block multiplication,
Fantastic news! We've Found the answer you've been seeking!
Step by Step Answer:
Related Book For
Question Posted: