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Eigenvibrations of a beam with elastically attached load of positive simple eigenvalues with limit point at infinity is established. To the sequence of eigenvalues
Preconditioned iterative methods for a class of nonlinear eigenvalue problemsThis paper proposes new iterative methods for the efficient computation of the smallest eigenvalue
Eigenvibrations of a beam with load with load is investigated. The problem has an increasing sequence of positive simple eigenvalues with limit
Approximation by matrices with simple spectra by a finite family of diagonalizable matrices with simple eigenvalues. In addition, for a given tuple
Investigation of the Problem on Eigenvibrations of a Bar with Mechanical Resonator an increasing sequence of positive simple eigenvalues with limit point at infinity. To the sequence
Asymptotic properties of the problem on eigenvibrations of the bar with attached load was investigated. The problem has an increasing sequence of positive simple eigenvalues with a limit point
Preconditioned iterative methods for a class of nonlinear eigenvalue problemsThis paper proposes new iterative methods for the efficient computation of the smallest eigenvalue
Eigenvibrations of a beam with elastically attached load of positive simple eigenvalues with limit point at infinity is established. To the sequence of eigenvalues
Approximation by matrices with simple spectra by a finite family of diagonalizable matrices with simple eigenvalues. In addition, for a given tuple
Finite element modeling of eigenvibrations of a loaded bar has an increasing sequence of positive simple eigenvalues with limit point at infinity. The sequence
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