Theory of the integer and fractional quantum Hall effects
著者
書誌事項
Theory of the integer and fractional quantum Hall effects
（Classical and quantum mechanics series）
Nova, c2016
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注記
Includes bibliographical references and index
内容説明・目次
内容説明
This book aims to describe the physics of the integer and fractional quantum Hall effects (QHE) from a theoretical side. In the classical Hall effect, the Hall resistance is proportional to the applied magnetic field strength and varies continuously. So, the discovery of a stepwise change of the Hall resistance by von Klitzing in an ultra-thin layer of a MOSFET was a big surprise. The QHE is a macroscopic phenomenon and shows the exact quantum structure, which is one of the most fundamental phenomena in physics. The fractional quantum Hall effect has been explained assuming quasi-particles with fractional charges or Jain's composite fermions, the existence of which has not been verified experimentally. The author has been developing a theory based on a standard treatment of an interacting electron system without assuming any quasi-particle. This book will be easily understood by undergraduate students in physics. Knowledge of quantum field theory is needed to study Chapter 9.
目次
For Complete Table of Contents, please visit our website at: https://www.novapublishers.com/catalog/product_info.php?products_id=58008
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