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Columns of matrix are denoted by to.
So then are the columns of matrix X h c.
Frequent itemsets form rows and columns of matrix F produced from the folding process.
Note that these sets can be easily determined by looking at the columns of matrix.
The columns of matrix H present a basis for the M-dimensional clutter subspace, where M=(2p+1 k.
Similarly, span(X), rank(X), and vec(X) denote the column space, rank, and vector obtained by stacking the columns of matrix X, respectively.
Similar(23)
Equations (34) and (36) involve computing the cross-correlation between different columns of matrices H t,d and (mathbf {H}^{ddag }_{t,d}), respectively.
The columns of matrices have mean zero and standard deviation one.
Vectors can also be used to represent rows or columns of matrices.
denotes the th column of matrix.
The k th column of matrix X is x k.
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