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The notations 1[m×n] and 0[m×n] represent the matrix with m rows and n columns filled with ones and zeros, respectively.
For all n ≥ 1 we have for all 1 ≤ i ≤ k ℙ(| X1 = s i ) = and (7) with x0 is a size L - 1 column vector filled with ones and with x n -1 = R n -1 x0 which is computable through the following recurrence relation: for all j ≥ 0 x j +1 = Rx j (8) Proof.
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