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T indicates a vector transpose.
Here, the 'dot' indicates a vector product in R n.
Here, the superscript "Tr" indicates a vector transpose.
Here, the superscript ((T)) indicates a vector transpose.
where q i denotes the number of inequalities determining the ith subspace and ≼ i indicates a vector of q i dimensions with "<" and "≤" symbols as its members.
A bold letter indicates a vector and the corresponding regular italic font (of the same symbol) represents the magnitude of the vector, and a bold upper case letter represents a matrix.
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We used the underscore notation to indicate a vector derived from an image scanned in lexicographic order [8].
However, a couple of basic notations will be given now: the bold characters (mathbf {z}_{1}^{M}) and (hat {mathbf {z}}_{1}^{M}) indicate a vector of measurements (z 1,⋯,z M ) and a vector of codewords ((hat {z}_{1},cdots,hat {z}_{M})), respectively, and the parameter θ is treated as a vector of parameters (θ 1,⋯,θ N ).
Finally, in Eqn. (26), n indicates a unit vector pointing outwards the surface.
The SVD of Y is the decomposition Y = U D V t, where the columns of U and V are orthogonal, D is a diagonal matrix with nonnegative diagonal entries (singular values) presented in descending order, and the superscript t indicates a matrix or vector transpose.
We use the term phenotype to indicate a binary vector of discretized P-values resulting from either a pairwise test (GSEAlm) or single sample (GSVA GSAA.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com