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Browsing Matematik by Subject "chebyshev polinomials of the second kind, eigenvalues, linear operator pencils, non-self-adjoint matrices, spectral theory"

Browsing Matematik by Subject "chebyshev polinomials of the second kind, eigenvalues, linear operator pencils, non-self-adjoint matrices, spectral theory"

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  • Ozturk, Hasen Mekki (WILEY-HOBOKEN, 2023)
    Let Hc$$ {H}_c $$ be a (2n)x(2n)$$ (2n)\times (2n) $$ symmetric tridiagonal matrix with diagonal elements c is an element of Double-struck capital R$$ c\in \mathbb{R} $$ and off-diagonal elements one, and S$$ S $$ be a ...

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