Conjectures on Perturbations of Hermitian Sequences
Giovanni Barbarino
TL;DR
This paper explores how perturbations affect Hermitian sequences and their spectral symbols, providing insights into stability and spectral behavior, with additional results on normal sequences.
Contribution
It offers new conjectures and results on the spectral perturbations of Hermitian and normal sequences, advancing understanding in spectral theory.
Findings
Perturbation effects on Hermitian spectral symbols analyzed.
Results extend to normal sequences, broadening spectral theory insights.
Provides conjectures guiding future research in spectral perturbations.
Abstract
Investigation on open questions about perturbation of Hermitian sequences and their spectral symbols. Results on normal sequences are also furnished.
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Taxonomy
TopicsAdvanced Mathematical Theories and Applications · Mathematical functions and polynomials · Advanced Algebra and Geometry