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Dimensionality reduction was performed on a FR matrix of dimension (units (n) × ∑t i), where n is the number of recorded units, and t i denotes the number of time points for the ith condition over time.
The energy dissipation associated with the mathematical model for this spacer can be expressed in the form of a symmetric matrix of dimension 16 × 16.
I M is the identity matrix of dimension M × M.
where denotes the all-zero matrix of dimension.
The multicomponent wideband spectral matrix is a matrix of dimension.
Therefore, the MMSE interference canceller must invert a square matrix of dimension at each iteration.
I N refers to the identity matrix of dimension N. The superscripts.
where, the distributed controls, and is the identity matrix of dimension.
where A ̂ is matrix of dimension 2p+n x ×n y.
The following symbols are used in the sequel: 1. 1 n is the unit matrix of dimension n. 2.
Here E and e denote the identity matrix of dimension 8 and the identity vector of dimension 4, respectively.
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