Sentence examples for matrix was comprised from inspiring English sources

Exact(2)

For that purpose an additional analysis was performed in which the design matrix was comprised only of the eyes open eyes closed conditions.

Our Asterales sequence matrix was comprised of rbcL, matK, trnL-F, trnK, ndhF, and ITS.

Similar(58)

It is logical to recognize that the clutter covariance matrix is comprised of a deterministic component.

This matrix is comprised by the domains, which have already been defined.

The polymer matrix is comprised from a population of two types of chains: chains that are adsorbed to the surface of the particles, and chains that are not adsorbed (at least on the time scale of ).

The multi-enzyme complex located in the mitochondrial matrix is comprised of 3 distinct components: pyruvate deydrogenase (E1); dihydrolipoamide acetyl transferase (EC: 2.3.1.12), E2; and dihydrolipoamide deydrogenase (EC: 1.8.1.4), E3.

The bone matrix is comprised of various matrix proteins like collagen, fibronectin (FN), osteopontin, and FN is a known receptor for integrin α5β1 that helps in cell attachment.

This plant growth matrix is comprised only of nutrient salts and is devoid of any complex sources of organic nitrogen or phosphorus.

Extract Leading Edge Matrix: leading edge matrices of various types can be extracted from a GSEA result; the leading edge matrix is comprised of GSEA leading edge genes (in rows) from all gene sets in the result (in columns) passing a specified FDR threshold with rank metric score, rank in list, or boolean membership values as the matrix fields.

Additionally, we argue that the dentin matrix is comprised of highly orchestrated protein assemblies that present extremely complex organizational features at the nanoscale and at the molecular level which show intricate interactions with polymeric restorative materials, particularly currently used dental adhesives.

Further, using Proposition 10 in the appendix, one can show that the factorizability is given by (19) F (A ) = n 1 (n 1 − 1 ) b 1 2 n 1 (n 1 − 1 ) b 1 2 + n 2 (n 2 − 1 ) b 2 2. In particular, if n1 ≈ n2 and b1 = b2, i.e. if the adjacency matrix is comprised of two nearly identical blocks, the factorizability is F(A) ≈ 1/2.

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