Examples of 'inverse matrix' in a sentence
Meaning of "inverse matrix"
inverse matrix: In mathematics, a matrix obtained by interchanging rows and columns of a given matrix, often used in solving systems of equations
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- Of a matrix A, another matrix B such that A multiplied by B and B multiplied by A both equal the identity matrix.
How to use "inverse matrix" in a sentence
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inverse matrix
This matrix if exists is called the inverse matrix of.
The inverse matrix of is given by.
Determinant and inverse matrix.
The inverse matrix can be obtained by an ordinary calculation method.
Finding inverse matrix.
The inverse iteration algorithm requires solving a linear system or calculation of the inverse matrix.
It follows that the entries of the inverse matrix are all integer.
The predetermined inverse matrix function is preferably a inverse two dimensional discrete cosine function.
As for covectors, they change by the inverse matrix.
Matrix functions and inverse matrix functions are described in more detail hereafter.
Formally, we can solve this by multiplying by the inverse matrix.
Please find the inverse matrix of A.
In the example, it is explained how to calculate the inverse matrix.
Calculating an inverse matrix of an overall stiffness matrix ;.
Thirdly, for large networks, the computation of the inverse matrix can.
See also
An inverse matrix exists only for square nonsingular matrices ( whose determinant is not zero ).
A third calculator which calculates an inverse matrix of an overall stiffness matrix ;.
As such, the inverse matrix of the covariance matrix G is equal to, EPMATHMARKEREP.
There are standard methods to calculate the inverse matrix ; see matrix inversion for details.
The generalized inverse matrix is sometimes called a " Moore and Penrose pseudo inverse matrix ".
Inversion of the channel matrix NxN, thus obtaining an inverse matrix NxN ;.
The inverse matrix N such as defined is thereafter used by the dematrixing module 620.
The third calculator 203 calculates an inverse matrix of the overall stiffness matrix.
From Equation 5 and 6, it is possible to find the coefficients through the A inverse matrix.
This is achieved by modifying a Jacobian inverse matrix of the controller J-1 *.
The inverse matrix of H ( that is, H -1 ) defines the transformation from camera co-ordinates to calibration co-ordinates.
Inverse-chi-squared distribution inverse-gamma distribution inverse-Wishart distribution inverse matrix gamma distribution.
A third calculator ( 303 ) adapted to calculate an inverse matrix of an overall stiffness matrix ;.
B, where the matrix A -1 is the inverse matrix of block A.
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