Generalized determinant pseudo-spectrum of matrix pencils

Author:

Mahfoudhi KamelORCID

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Geometry and Topology,Algebra and Number Theory,Analysis

Reference10 articles.

1. Ahmad, S.S., R. Alam, and R. Byers. 2010. On pseudospectra, critical points and multiple eigenvalues of matrix pencils. SIAM Journal of Matrix Analysis 31 (4): 1915–1933.

2. Ammar, A., A. Jeribi, and K. Mahfoudhi. 2017. A characterization of the essential approximation pseudospectrum on a Banach space. Filomath 31 (11): 3599–3610.

3. Ammar, A., A. Jeribi, and K. Mahfoudhi. 2018. A characterization of the condition pseudospectrum on Banach space. Functional Analysis, Approximation and Computation 10 (2): 13–21.

4. Ammar, A., A. Jeribi, and K. Mahfoudhi. 2018. The essential approximate pseudospectrum and related results. Filomat 32 (6): 2139–2151.

5. Ammar, A., A. Jeribi, and K. Mahfoudhi. 2019. A characterization of Browder’s essential approximation and his essential defect pseudospectrum on a Banach space. Extracta Mathematics 34 (1): 29–40.

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