Show that if there exists a binary (n, M. d)-code, then there also exists a binary...
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Show that if there exists a binary (n, M. d)-code, then there also exists a binary (n-1, M', d)-code with M' > M/2. Deduce the following: A₂(n, d) ≤2A₂(n-1.d) Show that if there exists a binary (n, M. d)-code, then there also exists a binary (n-1, M', d)-code with M' > M/2. Deduce the following: A₂(n, d) ≤2A₂(n-1.d)
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Answer Grves that Suppose binary I n1 M d code we have a Gives a code word x we form a word x of le... View the full answer
Related Book For
Discrete Mathematics and Its Applications
ISBN: 978-0073383095
7th edition
Authors: Kenneth H. Rosen
Posted Date:
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