£127.96

Springer Microlocal Analysis and Spectral Asymptotics Vol 1

9783030305598

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Description

This specialized monograph from Springer provides an in-depth study of semiclassical microlocal analysis. As the first volume in a comprehensive five-volume series, it focuses on deriving sharp spectral asymptotics for various classes of partial differential operators. By utilizing advanced techniques such as the propagation of singularities, the text establishes a foundation for understanding variational estimates in small domains. The mathematical theory presented here is designed to be applied to complex areas including the Magnetic Schrodinger operator and multiparticle quantum theory. This volume serves as a rigorous resource for researchers and students working within mathematical analysis, offering the methods necessary to study domains with different types of singularities. It bridges the gap between theoretical semiclassical microlocal analysis and practical applications in quantum physics and operator theory.

Key Features

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

Utilizes semiclassical microlocal analysis and propagation of singularities techniques.

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

Applies general theory to the Magnetic Schrodinger operator and multiparticle quantum theory.

Serves as the first volume in a complete five-volume mathematical monograph series.

Product Specifications

Format
Paperback
Domain
Amazon UK
Release Date
26 September 2020
Listed Since
27 September 2020

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