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Springer Microlocal Analysis: Magnetic Schrodinger Operator

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Description

This specialized monograph from Springer provides a deep exploration of sharp spectral asymptotics for various classes of partial differential operators. As part of a comprehensive five-volume series, this work utilizes advanced techniques from semiclassical microlocal analysis, specifically focusing on the propagation of singularities. Researchers and mathematicians can utilize the developed variational estimates in small domains to study domains containing different types of singularities. The general theory presented here is directly applied to the Magnetic Schrodinger operator, addressing miscellaneous problems and multiparticle quantum theory. This volume serves as a vital resource for those studying mathematical analysis and the complex behaviors of quantum operators through a rigorous microlocal lens.

Key Features

Focuses on deriving sharp spectral asymptotics for broad classes of partial differential operators.

Utilizes semiclassical microlocal analysis techniques, including the propagation of singularities.

Provides variational estimates in small domains to analyze domains with various types of singularities.

Applies advanced theoretical methods to the Magnetic Schrodinger operator.

Covers essential topics in multiparticle quantum theory and miscellaneous mathematical problems.

Part of a comprehensive five-volume series on microlocal analysis and spectral asymptotics.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
25 September 2019
Listed Since
01 August 2019

Barcode

No barcode data available

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