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Note that the matrix is itself still an matrix, irrespective of.
On page 6.3.1 we introduced the notion of a term-document matrix: an matrix, each of whose rows represents a term and each of whose columns represents a document in the collection.
Thus, is an matrix.
where is an matrix, and.
where is an matrix, and (4.48).
Each target image is an matrix.
Let be an matrix and, then (2.17).
Lemma 8. Let be an matrix.
where is an matrix defined by (B3).
Let be an matrix, then (2.24).
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A matrix is nothing but an -matrix (see [7, page 185]).
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