Kachurovskij and Dorfner Spectra nonlinear block operator matrices
Abstract
In this paper, the Kachurovskij spectrum of 3×3 Lipschitz continuous
nonlinear operator matrices are studied. Firstly, some connections between the
Kachurovskij spectrum of certain 3 × 3 Lipschitz continuous nonlinear operator
matrices and that of their entries are established, and the relationship between the
Kachurovskij spectrum of 3 × 3 Lipschitz continuous nonlinear operator matrices
and that of their Schur complement is presented by means of Schur decomposition
nonlinear operator matrices are studied. Firstly, some connections between the
Kachurovskij spectrum of certain 3 × 3 Lipschitz continuous nonlinear operator
matrices and that of their entries are established, and the relationship between the
Kachurovskij spectrum of 3 × 3 Lipschitz continuous nonlinear operator matrices
and that of their Schur complement is presented by means of Schur decomposition
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