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Thanks to the structure of the matrices, the combined structure also exhibits low computational complexity.
From the structure of the matrices we can establish the following result.
The last step in (8) was possible considering the structure of the matrices involved (9).
Our first result gives a description of the structure of the matrices in the generalized Jacobian ∂Φ.
An example for the structure of the matrices described by (44) and (45) is shown in Fig. 5.
Fig. 7 Exemplary structure of the matrices V and V T V for L=3, M=2.
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Therefore, the structure of the matrix H depends on the fading scenario.
This follows automatically from the bra-ket structure of the matrix elements.
The block diagonal structure of the matrix shows four distinct clusters.
This indicated an increase in the degree of long-range order in the crystal structure of the matrix.
Remark A.2 There are several characteristic functions of (1.1) depending on the structure of the matrix A ( t ).
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