@@ -114,9 +114,9 @@ The ``\mathbf{P_u}`` and ``\mathbf{T_u}`` matrices are defined in the Extended H
114114# Extended Help
115115!!! details "Extended Help"
116116 With ``n_i``, the ``i``th element of the ``\m athbf{n_b}`` vector defined in [`move_blocking`](@ref)
117- documentation, we introduce the ``\m athbf{Q}(i )`` matrix of size `(nu*ni, nu)`:
117+ documentation, we introduce the ``\m athbf{Q}(n_i )`` matrix of size `(nu*ni, nu)`:
118118 ```math
119- \m athbf{Q}(i ) = \b egin{bmatrix}
119+ \m athbf{Q}(n_i ) = \b egin{bmatrix}
120120 \m athbf{I} \\
121121 \m athbf{I} \\
122122 \v dots \\
@@ -153,10 +153,10 @@ function init_ZtoU(
153153 I_nu = Matrix {NT} (I, nu, nu)
154154 PuDagger = Matrix {NT} (undef, nu* Hp, nu* Hc)
155155 for i= 1 : Hc
156- ni = nb[i]
157- Qi = repeat (I_nu, ni, 1 )
156+ ni = nb[i]
157+ Q_ni = repeat (I_nu, ni, 1 )
158158 iRows = (1 : nu* ni) .+ @views nu* sum (nb[1 : i- 1 ])
159- PuDagger[iRows, :] = [repeat (Qi , 1 , i) zeros (nu* ni, nu* (Hc- i))]
159+ PuDagger[iRows, :] = [repeat (Q_ni , 1 , i) zeros (nu* ni, nu* (Hc- i))]
160160 end
161161 Pu = init_PUmat (estim, transcription, Hp, Hc, PuDagger)
162162 Tu = repeat (I_nu, Hp)
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