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The Stokes vector is a four-component column array defined as: (59).
The orientation of an antenna array is represented by the normal looking direction of the array defined as follows.
The final outcome was 5,379 transcriptomic signatures associated with the host response to LPS assault mediated by μG (13.4% of global gene set presented in the Agilent array) defined as GoI-LPSμG (Additional file 3: Table S2).
Screening off these potential false positive genes identified 5,379 genes (13.4% of global gene set presented in the Agilent array); defined as GoI-LPSμG, highlighting the signatures of microgravitational impacts on LPS-induced host response (μG × LPS induced host response).
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We used the "% array outlier" diagnostic metric to detect outlier arrays, defined as the percentage of outlier probe sets in one array [ 54].
For an (N_{text {var}} ) dimension optimization problem, a country has (1times N_{text {var}} ) arrays; the array is defined as below: begin{aligned} text {Country}=[ {P_1, P_2,ldots,P_{N_{text {var}}} } ] end{aligned} (5 where P shows the dimensions of the problem and each dimension of the problem represents a specific characteristic of the country.
K-mer array is defined as an array that comprises frequencies or occurrence probabilities based on K-length strings from all possible combinations of characters (nucleotides or amino acids) and arranged in a fixed order.
For instance, if the stimuli in the familiarization phase were expected to cause spatial distortions corresponding to the upper-long array (that is, either in "upward/−" or "downward/+"), the upper-short array was defined as the novel array in the test phase and the upper-long was defined as the familiar array.
The value that has the highest occurrence in an array is defined as the mode of the array.
More generally, the rank of a three-way array is defined as follows: The rank of an array, denoted by rk ( C ), is the minimal number of rank-1 arrays belonging to that yield in a linear combination.
The notation for this array is defined as OA(N,k,s,t) where an array, A of size N × k is created from k parameters consisting of s levels which are a subset of S and strength t such that (0 ≤ t ≤ k) [18].
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com