Sentence examples for matrix to vector from inspiring English sources

The forces in the new structure are obtained using an O m2) scheme which performs iterative matrix to vector multiplications.

The proposed solver integrates: (i) the Modified Augmented Nodal Analysis (MANA) method, (ii) the Fixed Admittance Matrix Nodal Method (FAMNM), (iii) the optimal selection of the switch conductance parameter, and (iv) efficient sparse matrix-to-vector multiplier.

We illustrate how to pass from the matrix to the vector form of the equations of motions, on accounting for a rigid response of the compressive members (bars).

For example, in the case of an equally spaced grid, it is shown that applying the approximated covariance matrix to a vector can be accomplished using the derived integral-based factorization involving a 2-D fast cosine transform and a 2-D separable fast multipole method.

We then converted each new matrix to a vector and added all the normalized values in each column for the new matrixes.

The ability of the matrix pump to vector flow is also demonstrated by a nine-element pump placed at the confluence of four channels and displays the versatility of the design.

The orthogonal projection matrix parallel to vector x is calculated as (mathbf {P}_{mathbf {x}}^{bot } = mathbf {I}-frac {mathbf {x}mathbf {x}^{H}}{left |mathbf {x}right |^{2}}).

Assume the precoding matrix to consist of vectors each selected from the right singular vector matrix of a selected user (there is a possibility that one user contributes more than one vector) given in general form by (26).

In other words, invariance of the matrix to the two vectors is not ensured, which means the industrial structure matrix is altered by the arbitrary vectors of the row and column sums given to the RAS method.

After discarding CP, terminal, where, multiplies their received signal vectors with local unitary matrix to get the signal vector.

Most of the existing PCA- and LDA-based classification methods while applied to the images consider the transformation of image matrices to image vectors.