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(vi Cooccurrence matrix of dimensions.
The identity matrix of dimensions is denoted by.
where I n−k is the identity matrix of dimensions (n−k)×(n−k) and P is a sparse matrix of dimensions k×(n−k).
where is the th eigenvector of the correlation matrix (of dimensions ) of the input signal.
where 0 is an all-zero matrix of dimensions r × r.
The two data matrices were then combined for 12139 common probe-sets obtaining an expression matrix of dimensions 12139×6736.
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The multicomponent wideband spectral matrix is a matrix of dimension.
I M is the identity matrix of dimension M × M.
where A ̂ is matrix of dimension 2p+n x ×n y.
where denotes the all-zero matrix of dimension.
Therefore, the MMSE interference canceller must invert a square matrix of dimension at each iteration.
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