AbstractIn this paper, an inverse eigenvalue problem of constructing a Jacobi matrix from its mixed-type eigenpairs is considered. The necessary and sufficient conditions for the existence and uniqueness of the solutions are derived. One numerical algorithm and two numerical examples are given
AbstractWe define an inverse eigenvalue problem, which contains as special cases the classical addit...
AbstractIn this paper, the constrained inverse eigenvalue problem and associated approximation probl...
AbstractIn this paper, we investigate the properties of a special kind of periodic Jacobi matrices. ...
AbstractIn this paper, an inverse eigenvalue problem of constructing a Jacobi matrix from its mixed-...
AbstractIn this paper we consider a generalized inverse eigenvalue problem JnX=λCnX, where Jn is a J...
AbstractThis paper considers the problem of constructing a Jacobi matrix from prescribed ordered def...
AbstractIn this paper, a special kind of matrices which are symmetric, all elements are equal to zer...
AbstractThe spectral properties of periodic Jacobi matrices in Minkowski spaces are studied. An inve...
AbstractIt is shown that a n×n Jacobi matrix is uniquely determined by its n eigenvalues and by the ...
AbstractIn this paper, we investigate some properties of eigenvalues and eigenvectors of Jacobi matr...
AbstractIt is proved that a real symmetric tridiagonal matrix with positive codiagonal elements is u...
We present here the necessary and sufficient conditions for the invertibility of tridiagonal matrice...
AbstractA proof is given for the existence and uniqueness of a correspondence between two pairs of s...
AbstractLet A, A1, A2, …, An be given n × n Hermitian matrices and λ1, λ2, …, λn be given real numbe...
A kind of inverse eigenvalue problem is proposed which is the reconstruction of a Jacobi matrix by g...
AbstractWe define an inverse eigenvalue problem, which contains as special cases the classical addit...
AbstractIn this paper, the constrained inverse eigenvalue problem and associated approximation probl...
AbstractIn this paper, we investigate the properties of a special kind of periodic Jacobi matrices. ...
AbstractIn this paper, an inverse eigenvalue problem of constructing a Jacobi matrix from its mixed-...
AbstractIn this paper we consider a generalized inverse eigenvalue problem JnX=λCnX, where Jn is a J...
AbstractThis paper considers the problem of constructing a Jacobi matrix from prescribed ordered def...
AbstractIn this paper, a special kind of matrices which are symmetric, all elements are equal to zer...
AbstractThe spectral properties of periodic Jacobi matrices in Minkowski spaces are studied. An inve...
AbstractIt is shown that a n×n Jacobi matrix is uniquely determined by its n eigenvalues and by the ...
AbstractIn this paper, we investigate some properties of eigenvalues and eigenvectors of Jacobi matr...
AbstractIt is proved that a real symmetric tridiagonal matrix with positive codiagonal elements is u...
We present here the necessary and sufficient conditions for the invertibility of tridiagonal matrice...
AbstractA proof is given for the existence and uniqueness of a correspondence between two pairs of s...
AbstractLet A, A1, A2, …, An be given n × n Hermitian matrices and λ1, λ2, …, λn be given real numbe...
A kind of inverse eigenvalue problem is proposed which is the reconstruction of a Jacobi matrix by g...
AbstractWe define an inverse eigenvalue problem, which contains as special cases the classical addit...
AbstractIn this paper, the constrained inverse eigenvalue problem and associated approximation probl...
AbstractIn this paper, we investigate the properties of a special kind of periodic Jacobi matrices. ...
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