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Exact(31)
where I m is the identity matrix with dimension m.
where is a coefficient matrix with dimension, respectively.
I is the identity matrix with dimension of number of DD satellites.
One eigenvalue decomposition of matrix with dimension M × M requires 9M 3 complexity [16].
where T is the subarray forming matrix with dimension M×N, and N is the number of subarrays.
where H p is a dual diagonal matrix with dimension (frac {N}{4}times frac {N}{4}).
Similar(29)
x is an input matrix with dimensions L × N and y is a desirable-output matrix with dimensions M × N.
We use a 3D matrix with dimensions and each element of that matrix will be affected by a cluster "id".
where V represents the matrix with dimensions M t ×J that multiplies s at the transmitter side.
where the resulting V ̄, whose elements are the values V ̄ k, j, is a matrix with dimensions n×P.
Moreover, U H represents the matrix with dimensions M r ×J that multiplies the signal at the receiver side.
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