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Springer Non-Self-Adjoint Schrodinger Operator with Periodic Potential

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Description

This Springer publication explores spectral theories for non-self-adjoint Schrodinger operators with periodic potentials, addressing both scalar and vectorial cases alongside their mathematical generalisations. The work provides comprehensive treatment of advanced operator theory and spectral analysis, offering rigorous mathematical frameworks essential for researchers and graduate students working in quantum mechanics, mathematical physics, and functional analysis. The text bridges theoretical foundations with practical applications, examining how periodic potentials influence spectral properties and behaviour of quantum systems. Ideal for specialists in partial differential equations, quantum theory, and advanced mathematics seeking deep insights into operator theory's complexities.

Key Features

Covers non-self-adjoint Schrodinger operators with periodic potential structures for both scalar and vectorial mathematical cases.

Presents rigorous spectral theory frameworks designed for advanced graduate-level research and professional mathematical study.

Explores generalisations of periodic potential models applicable across quantum mechanics and functional analysis domains.

Published by Springer, ensuring peer-reviewed academic quality and standards for scientific research literature.

Addresses theoretical operator properties essential for specialists in partial differential equations and quantum systems.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
03 July 2025
Listed Since
11 March 2025

Barcode

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