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Second, given the relationship between nullities and matrices, we present two types of matrices to characterize this type of matroid and its nullity operator.
In the framework, we first define symmetry matrices to characterize the geometric symmetry relation among image features, and then develop two methods to discover such symmetry.
Collision-avoidance calculations between orbiting objects make use of covariance matrices to characterize the uncertainty of the orbital position in space and time.
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The orientation relationship (OR) was reassessed by an OR matrix to characterize the three-dimensional crystallography between austenite and ferrite.
Candes and Tao [6] first introduced the notion of RIP of a matrix to characterize the condition under which the sparsest solution of an underdetermined linear system exists and can be found.
In particular, we introduce a parametrized mixing matrix to characterize the mixing pattern of generators and loads in the Florida Grid, which is intermediate between the random mixing case and the semi-bipartite case where generator generator transmission lines are forbidden.
Our previous works used a positional weight matrix to characterize the signal content and a discrete distribution to characterize the position [ 43].
This analogy encourages us to use those features defined on co-occurrence matrix to characterize co-occurrence patterns in amino acid sequences.
Hence, in the process of creating a PLS model one should start with a principal component analysis (PCA) of the matrix of dependent variables (i.e., Y-matrix) to characterize patterns or "structure" in data [Wold et al., 2004].
We chose this method over a positional weight matrix to characterize the Tinman binding site in order to leverage the wealth of biochemical data available for Tinman and other NK homeodomain proteins.
In this paper, we propose a three-dimensional matrix named the letter interaction pattern matrix (LIPM) to characterize the information contained in the defining contrast subgroup of a regular two-level design.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com