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The relationship between the eigenvalues of these two kinds of operators is studied.
Section 3 pays attention to comparison between the eigenvalues of problem (1.1) and (1.2) as varies.
Perturbing the location of one mass relative to that of the other leads to veering between the eigenvalues of the bending and torsion LNMs.
The graph properties complicate the design of synchronization controllers due to the interplay between the eigenvalues of the graph Laplacian matrix and the required stabilizing gains.
Then we can obtain the relation between the eigenvalues of the adaptive sparsifying matrix Ψ and the spectrum of the signal x i.
As it is known, the convergence of the compressible density-based flow solvers is deteriorated when the flow lies in an essentially incompressible regime due to the disparity between the eigenvalues of the flux Jacobian matrices.
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We prove some weaker versions of these conjectures in dimension two, as well as their validity for domains asymptotically close to a disk, and also discuss further links between κ and the eigenvalues of the Laplacians.
Within that regime, we find a dramatic increase in the molecular weight between entanglements and in the eigenvalues of the gyration tensor of the chains in the plane of the plates.
Chen and Jost [3] established the relationship between minimum vertex covers and the eigenvalues of the normalized Laplacian on trees.
On the basis of previous analysis, it is acknowledged that without wind farms, the eigenvalues of EOM between the two SGs are −0.273 ± j 9.88.
One can show (see [497, Section XIII.10]) that if (varphi ) is a polynomial times a Gaussian, then (langle varphi, H-z)^{-1}varphi rangle ) has a meromorphic continuation across ({mathbb {R}}) between thresholds with poles exactly at the eigenvalues of (H(theta )).
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