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Different affine-scaling matrix denotes different algorithm.
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P denotes for pathogen, B1 B5 denotes different resident community members, C1 C31 denotes different possible resident community compositions and R1 R5 denotes different tomato root exudate environments.
This matrix, denoted R l, is computed for different values of l, where l is the number of columns.
The sparse representation coefficients from four views denoted as x j j = 1 4 and the JSR coefficients matrix denoted as X ^ i i = 1 3 with different K.
Superscripts of different forms, such as ({mathbf {R}}^h), denote different sub-matrices.
The AHP procedure for imposing weight bounds may be broken down into the following steps: Step 1: A decision maker makes a pairwise comparison matrix of different attributes, denoted by B with the entries of (b_{hq} (h=q=1,2,ldots,n)).
where are variable matrices, Denote (3.47).
denotes the identity matrix, while denotes the all-zero matrix.
The matrix (varvec{1}) denotes the identity matrix of appropriate dimensions.
Here the matrix I denotes the identity matrix.
* denotes significantly different from SIRS.
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