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X T, X H and X−1 denote transposition, conjugate transposition and inversion of X.
We use E, trT, H, and ∥ ∥2 for expectation, trace of a matrix, transposition, conjugate transposition, and Euclidean norm, respectively.
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T and H represent transposition and conjugate transposition.
The superscripts T and H express transposition and conjugate transposition.
T and H represent transposition and conjugate transposition, respectively.
A rough comparison of AF and DF is also given in Section 4. Finally, conclusions and discussions for future work are given in Section 5. Throughout the paper, the symbols T, * and H represent matrix transposition, complex conjugate and Hermitian, respectively.
Here, denotes matrix transpose, and for complex conjugation and conjugate transposition, notations and are used, respectively.
As all transpositions are conjugate in, the vector space of multiplicity function is one dimensional.
The conjugate, transposition, and conjugate transposition of the matrix are expressed by three markers, T, and † respectively.
M† denotes conjugate transposition.
Superscript ∗ denotes conjugate transposition.
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