Examples of 'matrix equation' in a sentence

Meaning of "matrix equation"

matrix equation ~ an equation involving matrices, often used in linear algebra and other mathematical fields

How to use "matrix equation" in a sentence

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matrix equation
So if we have this matrix equation representing the.
This can of course be represented by a matrix equation.
A diagonalization of this matrix equation yields the eigenvalues.
Express the given simultaneous equations as a matrix equation.
Then the matrix equation is triangularised.
This system corresponds to the general matrix equation.
Write the system as a matrix equation and solve using inverses.
Any system of linear equations can be written as a matrix equation.
Matrix equation is solved.
A homogeneous system is equivalent to a matrix equation of the form.
This matrix equation is preferably solved using the Newmark solver incorporated in MSC.
Write a system as a matrix equation.
However, this matrix equation is solvable up to a multiplication and an addition.
And these equations can be expressed as the single matrix equation.
The matrix equation is equivalent to a homogeneous system of linear equations,.

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We first consider some numerical resolution techniques of linear matrix equation.
An iterative method is used to solve the matrix equation for the structure factor.
The structure is discretised and its dynamic equilibrium described by a matrix equation.
A more compact form of this matrix equation can be written as,.
The obtained eight equations can be expressed by one matrix equation.
In matrix equation form, scale corrects for axis misalignment and rotational offset factors.
Write down the set of simultaneous equations that could be solved using the matrix equation.
Formally, this is a solution of the matrix equation by Jacobi iteration.
This matrix equation can be solved by minimizing the following criterion, EPMATHMARKEREP.
As above, this system is equivalent to the matrix equation.
Also, the matrix equation for matrix P predicts a covariance matrix.
In other words, a homogeneous system corresponds to a matrix equation of the form.
Euler 's equations imply the matrix equation g ( v ) v v, a key result, usually called the Gauss lemma.
Polarizability cannot be calculated purely analytically; hence a large matrix equation must be constructed and solved.
Using again the Kronecker product notation and the vectorization operator, one has the matrix equation.
DCT according to Equation 1 is expressed by a matrix equation represented in Equation 3.
Specifically, we prove Lyapunov and Ricatti monotonicity of a differential matrix equation.
Denotes the solution to the matrix equation xA = b, obtained using mrdivide.
A more general version of Cramer 's rule [ 11 ] considers the matrix equation.
Denotes the solution to the matrix equation Ax = b, obtained using mldivide.
Hold on here . What if, Charles, what if the matrix equation is working?
If Y, B, and U were column vectors, the matrix equation above would represent multiple linear regression.
Equation 1 can be extended to a matrix equation per Equation 2.
For five measurements, the modified matrix equation ( 4 ) may be expressed as follows, EPMATHMARKEREP wherein.
What if, Charles, what if the matrix equation is working?

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