Find h1 and h2 and h3

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Reference no: EM131248590

Walsh codes:- 

Walsh codes are generated from Hadamard matrices consisting of 0's and 1's. Hadamard matrices of order 2k can be found by a simple recursion. Given a Hadamard matrix Hk of order 2k, the matrix Hk+1 is formed as

Where k denotes the matrix complementary to Hk, with 1's and 0's interchanged.

(a) Starting with H0 = [0], find H1, H2, and H3.

(b) A Hadamard matrix defines a set of codes from the rows of the matrix. One way is to convert 0's to -1's and use ordinary multiplication. Show that the codes resulting from H1, H2, and H3 each define orthogonal sets.

(c) Argue that orthogonality applies to codes derived from any Hadamard matrix.

Reference no: EM131248590

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