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Pseudo Hermitian Random Matrices
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English | 2024 | ISBN-10: 3031602935 | 195 pages| Epub PDF (True) | 29 MB

Publisher: Springer Nature Switzerland
Description:
Quote:This book is a comprehensive guide to pseudo-Hermitian random matrices, their properties, and their role in many models that are relevant to physical processes. The book starts by showing how the concept of pseudo-Hermiticity emerged from studies of PT-symmetric systems which aroused the interest of the random matrix theory community. The chapters that follow discuss the consequences of the pseudo-Hermitian condition to the eigen-decomposition of non-Hermitian matrices, and an investigation of pseudo-Hermitian random matrices in tridiagonal form, discussing the scenario with real eigenvalues, and the appearance of complex eigenvalues generated by unbound and non-positive metrics. Subsequently, the author introduces pseudo-Hermitian Gaussian matrices and their properties including characteristic polynomials, and statistical properties of their eigenvalues. Finally, in the last chapter, the time invariance of the metric is upended and a pseudo-Hermitian model with a time dependent metricis constructed to discuss the time evolution of entangled states.

🌞 Contents of Download:
📌 978 3 031 60294 8.epub (Mauricio Porto Pato) (2024) (20.25 MB)
📌 978 3 031 60294 8.pdf (8.73 MB)

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⭐️ Pseudo Hermitian Random Matrices ✅ (28.98 MB)

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