Sentence examples for matrix by its from inspiring English sources

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The component diffusing at 3.6 μm/s is ∼10-fold slower than eGFP-CaMKII diffusion in buffer (Table 1), which implies that CaMKII is associated with other molecules or with itself or that it is hindered in its diffusion within the cytosolic matrix by its size.

We used the observed/expected Hi-C maps, which we calculated from the 20 kb iteratively corrected interaction maps of cis-interactions by dividing each diagonal of a matrix by its chromosome-wide average value.

In our implementation, we replace the inverse of singular covariance matrix by its pseudoinverse.

This is due to the substitution of a part of the matrix by its less dense material equivalent.

Let S ↓ be the down-shift-by-one matrix operator, which replaces the jth row of an N×M matrix by its (j−1 th row for (j=N,dotsc, 2).

Given a two dimensional matrix which reflects a relationship between two sets of items (which are actors), folding is the process of multiplying a two dimensional matrix by its transpose to obtain a new matrix where rows and columns represent the same set of actors.Folding is applied on M to find similarity between frequent itemsets.

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In this paper, a membrane computing system named ΠMM is proposed to solve multiplication operation with matrices by its parallelism.

Zhang (see [6]) proved that the min-eigenvalue of an M-matrix by its real part is also its min-eigenvalue by the module and offered the estimation formula min i ∈ N r i ( A ) ≤ ω 0 ( A ) ≤ max i ∈ N r i ( A ).

In addition, the cross-product matrix resulting from multiplying the P-matrix by its transpose, results in a square and symmetric matrix, PTP, of dimension equal to 333 (i.e. the number of TFs).

We start with a protein conformation chosen from the Protein Data Bank [37] and construct its connectivity (adjacency) matrix by using its Cα atom coordinates.

In such cases, it is possible to transform A into a nonsingular matrix by replacing its linearly dependent rows with vectors in its left null space (see Ref. 18 of [ 20]).

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