Sentence examples for matrix refers to from inspiring English sources

Therefore each OD matrix refers to a given phase of the simulation time period and to a trip typology.

In a broader sense, "disciplinary matrix" refers to the shared commitments of any scientific community that constitute the basic assumptions of the discipline, including symbolic generalizations, models, techniques, patents, values, and shared examples (Kuhn 1970).

T TT, denoting the tag probability propagation matrix, refers to the similarities between tags and is defined as follows: {T}_{TT}left i,jright)=left{begin{array}{l}{w}_{tt}frac{{displaystyle {sum}_{iin N(b cap Nleft {b}^{hboxright)}{n}_{b,i}{n}_{b^{hbox,i}}}{sqrt{{displaystyle {sum}_{iin N(b)}{n}_{b,i}^2{displaystyle {sum}_{iin Nleft {b}^{hboxright)}{n}_{b^{hbox,i}^2}}}} 0end{array}right.

Thus, each element in the matrix refers to the intensity of the particular measurement in a given sample [ 43].

Characters were mapped on the Bayesian tree according to the parsimony criterion produced by Mesquite 3.02 [ 101]; matrix refers to Additional file 6.

As defined in the publication of Match, the core of each matrix refers to the first five most conserved consecutive positions of a matrix.

3) Provide shareholders with all information regarding the director nomination process, including the so-called "skills matrix" referred to in the Company's preliminary proxy statement, which the Board purportedly used to determine the qualifications of various candidates, including Third Point's nominees.

2 Determine each element of the starting matrix referring to the transfer function.

In identifying the sufficient condition under which the perfect recovery of sparse signals is ensured, a property of the sensing matrix referred to as the restricted isometry property (RIP) is popularly employed.

Morphological processing techniques produce signal and image modifications based on evaluating neighbourhood samples over a predetermined matrix referred to as an SE, which can either be of uniform (flat) or non-uniform (non-flat) nature in grayscale morphology.

In response to this problem, the simulation systems of evaluation of the accuracy of performed measurements in an on-line mode (the so called Virtual Articuled Arm Coordinate Measuring Machines), as well as systems determining the error compensation matrix (referred to as Articulated Arm Computer Aided Accuracy) are being developed, and are gaining more and more attention.