DOIAbstract
AbstractIt is shown that a n×n Jacobi matrix is uniquely determined by its n eigenvalues and by the selected set of n − 1 entries in the matrix
AbstractIt is shown that a n×n Jacobi matrix is uniquely determined by its n eigenvalues and by the selected set of n − 1 entries in the matrix
A square symmetric matrix A is said bisymmetric if AS=SA, whereS is the matrix with ones along...
A kind of inverse eigenvalue problem is proposed which is the reconstruction of a Jacobi matrix by g...
AbstractIt is proved that a real symmetric tridiagonal matrix with positive codiagonal elements is u...
AbstractIt is shown that a n×n Jacobi matrix is uniquely determined by its n eigenvalues and by the ...
We show that a unique Jacobi matrix can be reconstructed from two types of mixed data: 1. its two ei...
AbstractA proof is given for the existence and uniqueness of a correspondence between two pairs of s...
AbstractIn this paper, an inverse eigenvalue problem of constructing a Jacobi matrix from its mixed-...
We show how to construct, from certain spectral data, a discrete inner product for which the associa...
AbstractWe show how to construct, from certain spectral data, a discrete inner product for which the...
AbstractA function f with simple and nice algebraic properties is defined on a subset of the space o...
AbstractIt is well known that given λ1 ⩽ … ⩽ λn and μ1 ⩽ … ⩽ μn − 1, there exists a unique n × n Jac...
Recently Xu [13] proposed a new algorithm for computing a Jacobi matrix of order 2n with a given n \...
AbstractWe exhibit a Jacobi matrix T which has simple spectrum and integer entries, and 0 commutes w...
The spectral properties of two special classes of Jacobi operators are studied. For the first class ...
這篇論文使用前人所提出的七種方法LMGS、ITQR、imITQR、CB、HH、TLD和TLS，去造一個賈可比(Jacobi)矩陣。文中我們使用已知的特徵值(eigenvalue)和特徵向量的第一個成份...
A square symmetric matrix A is said bisymmetric if AS=SA, whereS is the matrix with ones along...
A kind of inverse eigenvalue problem is proposed which is the reconstruction of a Jacobi matrix by g...
AbstractIt is proved that a real symmetric tridiagonal matrix with positive codiagonal elements is u...
AbstractIt is shown that a n×n Jacobi matrix is uniquely determined by its n eigenvalues and by the ...
We show that a unique Jacobi matrix can be reconstructed from two types of mixed data: 1. its two ei...
AbstractA proof is given for the existence and uniqueness of a correspondence between two pairs of s...
AbstractIn this paper, an inverse eigenvalue problem of constructing a Jacobi matrix from its mixed-...
We show how to construct, from certain spectral data, a discrete inner product for which the associa...
AbstractWe show how to construct, from certain spectral data, a discrete inner product for which the...
AbstractA function f with simple and nice algebraic properties is defined on a subset of the space o...
AbstractIt is well known that given λ1 ⩽ … ⩽ λn and μ1 ⩽ … ⩽ μn − 1, there exists a unique n × n Jac...
Recently Xu [13] proposed a new algorithm for computing a Jacobi matrix of order 2n with a given n \...
AbstractWe exhibit a Jacobi matrix T which has simple spectrum and integer entries, and 0 commutes w...
The spectral properties of two special classes of Jacobi operators are studied. For the first class ...
這篇論文使用前人所提出的七種方法LMGS、ITQR、imITQR、CB、HH、TLD和TLS，去造一個賈可比(Jacobi)矩陣。文中我們使用已知的特徵值(eigenvalue)和特徵向量的第一個成份...
A square symmetric matrix A is said bisymmetric if AS=SA, whereS is the matrix with ones along...
A kind of inverse eigenvalue problem is proposed which is the reconstruction of a Jacobi matrix by g...
AbstractIt is proved that a real symmetric tridiagonal matrix with positive codiagonal elements is u...
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