[PDF] Top 20 Solvability of Inverse Eigenvalue Problem for Dense Singular Symmetric Matrices
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Solvability of Inverse Eigenvalue Problem for Dense Singular Symmetric Matrices
... verse eigenvalue problem for Hermitian matrices (see for example ...sparse matrices. In this paper, we provide conditions for the solvability of the IEP for singular ... See full document
6
The solvability conditions for the inverse eigenvalue problem of normal skew J Hamiltonian matrices
... solved Problem 1 for normal J-Hamiltonian ...the solvability of the problem that involves skew normal J-Hamiltonian ...generalized singular value decomposition to solve Problem 1 when ... See full document
8
Exact Solution of a Linear-Quadratic Inverse Eigenvalue Problem on a Certain Hamiltonian Symmetric Matrices
... the solvability of the inverse eigenvalue problem for Hamilton matrices was systematically reviewed and discussed in respect of the inverse eigenvalue problems (IEP) for ... See full document
5
Numerical Evaluation of Nonlinear Hamiltonian Symmetric Matrix of Rank 1 of an Inverse Eigenvalue Problem Via Newton-Raphson Method
... Recently solvability of the IEP for a class of singular Hermitian matrices has been obtained by Oduro et ...an inverse eigenvalue problem for linear- quadratic optimal control by ... See full document
6
Inverse eigenvalue problem for a class of Dirac operators with discontinuous coefficient
... the inverse problem of recovering the coefficient of a Dirac operator is studied from the sequences of eigenvalues and normalizing ...the solvability of this inverse problem is proved and ... See full document
20
Inverse eigenvalue problem for matrices whose graph is a banana tree
... an inverse eigenvalue problem (IEP) for constructing a special kind of acyclic matri- ...The problem involves the reconstruction of matri- ces whose graph is a banana ...the solvability ... See full document
13
Left and Right Inverse Eigenpairs Problem of Orthogonal Matrices
... right inverse eigenpairs problem is a special inverse eigenvalue ...right inverse eigenpairs problems, such as, Zhang’s [4], Li’s [5-7], Liang’s [8] have con- sidered, respectively, the ... See full document
5
Linear-Quadratic Optimal Control Problem (LQOCP) And The Definiteness of an Inverse Eigenvalue Problem (IEP) on A Certain Hermiltian Matrices
... the inverse eigenvalue problem for certain matrices consisting singular symmetric matrices of rank 1 via Newton’s method for solving the inverse eigenvalue ... See full document
6
Derivation of an Explicit Function in Non-Singular Hamilton Symmetric Matrices of Rank 1 Via Linear Quadratics Inverse Eigenvalue Problem
... Various solvability and solubility of the inverse eigenvalue problem for Hamilton matrices together with numerical examples are systematically reviewed under certain singular and ... See full document
6
On the Solution of an Inverse Eigenvalue Problem by Newton’s Method on a Fibre Bundle with Structure Group SO(n)
... non-singular symmetric matrices of rank one, using a singular symmetric matrix of the same rank as an initial matrix for the ...diagonal matrices which are in the neighbourhood ... See full document
11
Eigenvectors of block circulant and alternating circulant matrices
... The eigenvalues of block circulant matrices (as in (15) below) were stated by Bernard Friedman (1961, Theorem 6a). He declared that those eigenvalues were well known — but for a proof he gave an erroneous citation ... See full document
20
Explicit solution for an infinite dimensional generalized inverse eigenvalue problem
... 6. Construction of a solution for Problem 4.1. In this section, we give an explicit solution for Problem 4.1, if the limit circle case holds for the recurrence relation (2.1). Theorem 6.1 . Let τ(λ) be the ... See full document
11
Centrosymmetric Matrices in the Sinc Collocation Method for Sturm-Liouville Problems
... differential eigenvalue problem into a matrix eigen- value ...the matrices resulting from the DESINC method are not only symmetric and positive definite; they are also ...centrosymmetric ... See full document
12
NUMERICAL SOLUTION OF AN INVERSE PROBLEM FOR THE LIOUVILLE EQUATION
... the inverse problems, we refer to [1, 3], where the uniqueness of the solution was ...some inverse problems for the stationary kinetic and transport equations were studied in ... See full document
12
Inverse spectral problems for non-selfadjoint second-order differential operators with Dirichlet boundary conditions
... the solvability of the inverse ...the solvability of the main ...the solvability of the main equation can be proved by sufficiency, namely, the selfadjoint case, the case of finite-dimensional ... See full document
24
Passive modifications for partial assignment of natural frequencies of mass-spring systems
... stiffness matrices that modify some eigenpairs while keeping other eigenpairs unchanged in [28] but these matrices are not guaranteed to lead to physically realisable structural ...related problem ... See full document
32
Determinantal Hypersurface from a Geometric Perspective
... As usual, we restrict our attention to the line configurations in a sufficiently small dense open subset. By doing so, there is an injective morphism from the singular locus to G(3, 5). Since non-vanishing ... See full document
41
Supercritical biharmonic equations with power type nonlinearity
... bounded) or regular (bounded). The corresponding question has been settled for the exponential nonlinearity by Davila, Dupaigne, Guerra and Montenegro [6] thereby developing the previous work [1]. Here, taking advantage ... See full document
12
Regularization method for the radially symmetric inverse heat conduction problem
... direct problem using the Laplace ...our inverse problem is reduced to the integral equation of Volterra type; then we apply the Tikhonov regularization method to compute the boundary temperature u(a, ... See full document
14
An inverse eigenvalue problem for an arbitrary multiply connected bounded region in R2
... The basic problem is to determine the geometry of an arbitrary multiply connected bounded region inR together with the mixed boundary conditions, from the complete knowledge of the eigen[r] ... See full document
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