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Exact(38)
Here, an iterative solution of the Inverse Geometric Model (IGM) is used, which requires no matrix inversion and iterates directly on the joint position, being thus suitable for on-line application and also preserving repeatability.
This new algorithm does not require an explicit matrix inversion, and hence it is more efficient to implement than the direct-inverse approach.
LAPACK, the Linear Algebra PACKage, is a standard collection of routines, built on BLAS, for more-complicated (dense) linear algebra operations like matrix inversion and diagonalization.
He has designed quantum algorithms for simulation, matrix inversion, and quantum machine learning, as well as the derivation of fundamental quantum limits to measurement, computation, control, and energy conversion.
A data layout for efficient use of CUDA libraries is proposed for acceleration of tridiagonal matrix inversion and fast Fourier transform.
At each iteration, the computational complexity is dramatically reduced by evoking Toeplitz-block Toeplitz matrix inversion and matrix inversion lemma, which makes the algorithm suitable for design 2D DMFB with a large number of channels and PF coefficients.
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This approach eliminates the need for repeated matrix inversions and leads to an efficient computational procedure for generating the entire sensitivity information.
The proposed interference cancellation algorithms do not require matrix inversions and rely on the RAKE receiver as the front-end.
The CG technique has been chosen to avoid matrix inversions and due to its excellent convergence properties [35 37].
It is not difficult to see that solving (15) requires at most n matrix inversions and n 2+2n matrix multiplications of (S_{r}^{(j)}(Z))'s.
This is due to the fact that the matrix inversions and multiplications for the uniform DFT metric may result in small precision error.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com