Solutions to the non-linear eigenvalue problem
The real linear eigenvalue problem in Cn
... real linear circulant operator consists of circles and is computable in a closed ...real linear operator M on C n ...A problem with this approach is that it overlooks the one dimensional topological ...
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An inverse problem related to a half-linear eigenvalue problem
... 3. Eberhart, W, Elbert, A: On the eigenvalues of a half-linear boundary value problem. Math. Nachr. 213, 57-76 (2000) 4. Reichel, W, Walter, W: Sturm-Liouville type problems for the p-Laplacian under ...
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Half-linear eigenvalue problem: Limit behavior of the first eigenvalue for shrinking interval
... Full list of author information is available at the end of the article Abstract We investigate the limit behavior of the first eigenvalue of the half-linear eigenvalue problem when the length ...
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ALGEBRAIC EIGENVALUE PROBLEM
... Aitken's acceleration technique 578 Complex conjugate eigenvalues 579 Calculation of the complex eigenvector 581 Shift of origin 582 Non-linear divisors 582 Simultaneous determination of[r] ...
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Positive Solutions for Two-Point Semipositone Right Focal Eigenvalue Problem
... For other related works with focal boundary value problem, we refer to recent contri- butions of Agarwal [1], Agarwal et al. [2], Boey and Wong [3], He and Ge [4], and Wong and Agarwal [6, 7]. The outline of the ...
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Existence of four solutions for the elliptic problem with nonlinearity crossing one eigenvalue
... weak solutions for the nonlinear elliptic boundary value ...weak solutions for the asymptotically linear elliptic problem with Dirichlet boundary ...
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Existence of positive solutions for eigenvalue problem of nonlinear fractional differential equations
... Keywords: fractional differential equation, positive solution, eigenvalue problem, fixed point 1 Introduction Fractional differential equations have been of great interest recently. It is caused both by the ...
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An Iteration Method for the Solution of the Eigenvalue Problem of Linear Differential and Integral Operators 1
... system with high dispersion has shown that in such a system the method of minimized iterations practically separates the various vibrational modes, starting with the highest eigenvalue a[r] ...
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Envy free solutions, Non linear equilibrium and Egalitarian equivalence for the Package Assignment Problem
... The next level of generalization involves the fair division of one or more than one type of indivisible good(s) for each of which one or more than one unit is available. Further we do not assume any restriction on the ...
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Inverse Eigenvalue Problem with Non-simple Eigenvalues for Damped Vibration Systems
... · · · + n k = 2n). This paper generalizes the method of inverse problem for self- adjoint linear pencils, to self-adjoint quadratic pencils Q(λ). It is shown that this inverse problem involves ...
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Derivation of an Explicit Function in Non-Singular Hamilton Symmetric Matrices of Rank 1 Via Linear Quadratics Inverse Eigenvalue Problem
... Eigenvalue Problem Oladejo ...a non-singular Hamilton symmetric matrices of Rank 1 via linear quadratics inverse eigenvalue problem (LQIEP in the neighborhood of the first type ...
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Exact Solution of a Linear-Quadratic Inverse Eigenvalue Problem on a Certain Hamiltonian Symmetric Matrices
... inverse eigenvalue problem (IEP) on a certain Hamiltonian symmetric matrices namely singular symmetric matrices of rank 1 and non-singular symmetric matrices in the neighborhood of the first type of ...
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Linear-Quadratic Optimal Control Problem (LQOCP) And The Definiteness of an Inverse Eigenvalue Problem (IEP) on A Certain Hermiltian Matrices
... Keywords-- Eigenvalue, symmetric, definite, indefinite, inverse, Hermiltian ...inverse eigenvalue problem for certain matrices consisting singular symmetric matrices of rank 1 via Newton’s method for ...
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The Generalized Eigenvalue Problem for Non-Square Pencils Using A Minimal Perturbation Approach
... optimization problem and the one posed in (5), implies that a function closely related to the one presented in the previous Section (see (2)) is minimized, but there is an additional term that moves the ...
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Branches of solutions for an asymptotically linear elliptic problem on RN
... of solutions for large © byvariational methods,for example, [1], [2], [3], ...of solutions for© is not necessarily large by concentration compactnessargument and mountain pass geometry, for instance, [7], ...
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Parallel symmetric eigenvalue problem solvers
... symmetric eigenvalue problems arise in many computational science and engineering applications: in structural mechanics, nanoelectronics, and spectral re- ordering, for ...curate linear solves to be ...
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An extremal eigenvalue problem in Kähler geometry
... Reuse Unless indicated otherwise, fulltext items are protected by copyright with all rights reserved. The copyright exception in section 29 of the Copyright, Designs and Patents Act 1988 allows the making of a single ...
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Symmetric stochastic inverse eigenvalue problem
... inverse eigenvalue problem to have a solution and sufficient conditions for the symmetric stochastic inverse eigenvalue problem to have a ...general solutions for the symmetric stochastic ...
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Eigenvalue problem of Hamiltonian operator matrices
... 5. Yao, W, Zhong, W, Lim, CW: Symplectic Elasticity. World Scientific, Singapore (2009) 6. Leung, AYT, Xu, X, Gu, Q, et al.: The boundary layer phenomena in two-dimensional transversely isotropic piezoelectric media by ...
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Aeroelastic flutter as a multiparameter eigenvalue problem
... Chapter 6 – page 185 6.9.2 Conclusions In this chapter we have presented several solution methods for unstructured multiparameter eigenvalue problems. All of these methods are novel in that they have not been ...
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