Question: Let g be a k x n matrix whose first row is gOgl' gn-kOO .. 0 where g(x) = go + glX + ... +
Let g be a k x n matrix whose first row is gOgl'" gn-kOO .. ·0 where
g(x) = go + glX + ... + gn_kxn-k is a polynomial of degree n - k with
go =J O. The remaining k - 1 rows are the first k - 1 cyclic shifts of this row. Let G' be the matrix constructed in the same way from grev. Show that G and G' generate equivalent codes.
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