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9780198517672

Dynamics of Heavy Electrons

by ;
  • ISBN13:

    9780198517672

  • ISBN10:

    019851767X

  • Format: Hardcover
  • Copyright: 2000-03-23
  • Publisher: Oxford University Press

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Summary

Heavy electrons are found among a number of lanthanide and actinide compounds, and are characterized by a large effective mass which becomes comparable to the mass of a muon. Heavy electrons exhibit rich phenomena such as unconventional superconductivity, weak anti- ferromagnetism, or pseudometa-magnetism. This book is intended not only as a monograph, but can readily serve as an advanced textbook on theoretical and experimental physics of strongly correlated electrons. Over the last two decades, heavy electrons have been the focus of very active experimental and theoretical studies.Many established ideas and techniques have been insufficient to describe and understand heavy electrons and their impact properly. On the theoretical side, quantum fluctuations make mean-field theories difficult to handle, while on the experimental side, extreme conditions such as strong magneticfields and pressure at ultra-low temperatures may be required. Heavy electron systems as described in this book offer a case study for applying and testing most of the major tools in theoretical and experimental condensed matter physics. Graduate students and researchers working on stronglycorrelated condensed matter systems will find in this book a comprehensive introduction and many examples how conventional concepts of solids may work or not work, and how they can be refined and sharpened in the context of heavy electron systems.

Table of Contents

Fundamental properties of electrons in solids
Crossover from localized moment to local fermi or non-fermi liquid
Metallic and insulating phases of heavy electrons
Anomalous magnetism
Superconducting states
Comparison with high-temperature superconductors
Linear response theory
Spectral representation and fluctuation--dissipation theorem
Rayleigh-Schrodinger perturbation theory and higher-order renormalization
Spectral shape and relaxation rate
Green function in the imaginary time
Path integral representation of the partition function
Many-Body Perturbation Theory
Index
Table of Contents provided by Publisher. All Rights Reserved.

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