Sentence examples for be written as linear from inspiring English sources

In such a space, elements at each matrix level can be written as linear combinations of four positive elements.

The computations lead to a minimum etch depth which can be written as linear function of the waveguide height.

With the complex voltage and current phasor, measurement equations can be written as linear functions of the system states.

All elements in its dynamic algebra can be written as linear combinations of six types of terms: the chemical potential h 0 : = ∑ n = 1 d ( f n † f n − 1 251 ), (25).

Because the reverse-order products (B^{ i,ldots,j }A^{ i,ldots,j }) are usually not unique and can be written as linear or nonlinear matrix-valued functions with one or more variable matrices, the reverse-order laws are in fact linear or nonlinear matrix equations with multiple variable matrices.

A match graph with outdegree ≥1 in the supergraph can be written as linear combination of its neighbors, with the corresponding edge weights taken as coefficients in the linear combination.

Unlike some previous approaches based on multiple Lyapunov functions, both the stability and the stabilization conditions are written as linear matrix inequality (LMI) problems.

The proposed conditions are written as linear matrix inequalities parametrized in terms of the degree g of the parameter-dependent solution and in terms of the relaxation level d of the inequality constraints, based on the algebraic properties of positive matrix polynomials with parameters in the unit simplex.

Hence the linearized moment of momentum Equation (8 2 can be written as a linear parabolic system w t + v ⋅ ∇ w + 4 ρ - 1 ζ w - ρ - 1 μ ′ Δ w - ρ - 1 ∇ div w - 2 ρ - 1 ζ rot v = 0.

This theory shows that every elastic solution can be written as a linear combination of some fundamental boundary orthogonal deformations, thus providing a generalized Fourier expansion.

A symmetric tensor is orthogonally decomposable (or odeco) if it can be written as a linear combination of symmetric powers of n orthonormal vectors in R^n.