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QIT is compared to the matrix diagonalization technique (MDT) of Haidvogel and Zang [D.B.
The key to success lies in the seamless integration of the matrix diagonalization technique and the new generation CUDA tools.
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Also, finite linear systems for Poisson equations and Helmholtz equations are solved with a matrix-diagonalization technique.
We compare the experimental findings with numerical calculations, where the total anisotropy for a complex is determined in terms of single-ion anisotropies using both projection operator techniques and exact matrix diagonalization methods.
In particular, we will discuss the use of D&C techniques to address the matrix diagonalization step in semiempirical methods and in HF and DT approaches.
Using the joint diagonalization technique [23], the two symmetric matrices R x and R v can be jointly diagonalized as follows: B T R x B = Λ, (5) B T R v B = I L, (6).
simultaneous matrix diagonalization.
A recently developed filter diagonalization technique (Ber. Bunsenges. Phys.
An efficient solution procedure based on matrix diagonalization has been used to solve the resulting full matrices.
Van der Veen proposed a joint angle and delay estimation algorithm based on the smoothing method and joint diagonalization technique.
The study of [37] proposes a generalization of the eigenanalysis solution by means of simultaneous matrix diagonalization.
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