Sentence examples for matrix and matrix from inspiring English sources

which holds for any matrix and matrix, we rewrite (17) as (19).

(3) Adsorbed in the intergranular spaces, mostly distributed in the parts where argillaceous matrix or clay mineral content is high, filling and disseminated to the matrix and matrix contraction joints, yellow green fluorescence (Fig. 3q, r).

The workload is O ( n 3 ) during the computation of A = U S V, A † = V T S † U T, when m < n, because of the singular value decomposition involving multiplication of the matrix and matrix and eigenvalue calculation.

Peritumoral injection of alginate matrices loaded with DCs and/or an interleukin-15 superagonist (IL-15SA) around 14-day established ova-expressing B16F0 murine melanoma tumors promoted immune cell accumulation in the peritumoral matrix, and matrix infiltration correlated with tumor infiltration by leukocytes.

Next, suppose that the algebraic multiplicity of critical eigenvalue is not equal to the geometric multiplicity, that is, the matrix is a Jordan block matrix, and matrix is the same as (3.7), then the nondiagonal elements of can be evaluated from (3.12) as follows: (3.15).

The meaning of this notation is that a function f(n) is O ( g ( n ) ) if and only if there exists a real, positive constant C and a positive integer n 0 such that f(n)≤C g(n),∀n≥n 0. Table 1 shows the complexity associated to the basic operations involved in the proposed acquisition algorithms, such as the estimation of cross-correlation vectors, sample covariance matrix, and matrix inversion.

The first group includes topologies of matrix and matrix-reactance choppers and their applications in hybrid transformers and power electronic transformers.

Matrix and free space map to units of extracellular matrix and matrix-free material.

This chapter introduces matrices and matrix algebra.

Using domain mapping matrices and matrix-multiplication, the approach supports the identification of elements, whose definition should be reconsidered.

Instead, it is only BLAS-3 when BLAS-3 whenn large matrices—that fully exploperatingpronessors' potentialarge an examatrices thatrix-vector multiplication, matrix-matrix multiplication on small matrices, and matrix-matrix multiplication on large matrices attain an efullyexploits≈ 5%, ≈ 15%, and more then 95%, resprocessors