Sentence examples for matrices for linear from inspiring English sources

Estimation of noise covariance matrices for linear or nonlinear stochastic dynamic systems is treated.

In this paper, we have derived the general structure of the optimal relay amplifying matrices for linear non-regenerative MIMO relay communication systems with multiple relay nodes using the projected gradient approach.

A new technique which employs bothPicard iterationand expansion inshifted Chebyshev polynomialsis used to symbolically approximate the fundamental solution matrix for linear time-periodic dynamical systems of arbitrary dimension explicitly as a function of the system parameters and time.

Generally speaking, it is not an easy task to seek the fundamental matrix for linear differential delay systems due to the memory accumulated by the long-tail effects that the time-delay term introduces.

We also prove theoretically that if a specific linear relationship exists between covariance matrices for two linear mixed models, the GVs resulting from BLUP are linked by a scaling factor.

Once the updated matrices for the linear structure are found, the finite element assembling technique is then used to include the lumped attachments by adding their parameters to the appropriate elements in the modified mass and stiffness matrices.

In addition, we show that the main feasibility and stability conditions reduce to a linear matrix inequality for linear case.

H-matrix methods for linear and quasi-linear integral operators appearing in population balances.

A general matrix operator for linear boundary value problems in slip-line field theory.

A generalized inverse matrix solution for linear equation is applied to avoid handling the terminal equality constraints.

Relied on the use of auxiliary matrices and a positive scalar decision variable, a novel necessary and sufficient condition of positive realness is first derived in terms of a strict matrix inequality for linear time-invariant discrete-time singular systems.