Introduction to Classical and Quantum Field TheoryISBN: 9783527407262
304 pages
April 2009

This is the first introductory textbook on quantum field theory to
be written from the point of view of condensed matter physics. As
such, it presents the basic concepts and techniques of statistical
field theory, clearly explaining how and why they are integrated
into modern (and classical) field theory, and includes the latest
developments.
Written by an expert in the field, with a broad experience in teaching and training, it manages to present such substantial topics as phases and phase transitions or solitons and instantons in an accessible and concise way.
Divided into two parts, the first covers fundamental physics and the mathematics background needed by students in order to enter the field, while the second part discusses applications of quantum field theory to a few basic problems. The emphasis here lies on how modern concepts of quantum field theory are embedded in these approaches, and also on the limitations of standard quantum field theory techniques in facing 'real' physics problems.
Throughout, there are numerous endofchapter problems, and a free solutions manual is available for lecturers.
Written by an expert in the field, with a broad experience in teaching and training, it manages to present such substantial topics as phases and phase transitions or solitons and instantons in an accessible and concise way.
Divided into two parts, the first covers fundamental physics and the mathematics background needed by students in order to enter the field, while the second part discusses applications of quantum field theory to a few basic problems. The emphasis here lies on how modern concepts of quantum field theory are embedded in these approaches, and also on the limitations of standard quantum field theory techniques in facing 'real' physics problems.
Throughout, there are numerous endofchapter problems, and a free solutions manual is available for lecturers.
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PART I
1. Introduction
2. Lagrangian Formulation of Classical Mechanics and Field Theory
3. Quantization of Classical Field Theory I
4. Quantization of Classical Field Theory II
5. Berry Phase and Gauge Theory
6. Introduction to Perturbation Theory
PART II
7. Concept of Effective Field Theory, Phases, and Phase Transition
8. NonLinear Effects and Topology in Quantum Field Theory
9. Simple Bose Liquids 
Introduction to Superfluidity
10. Simple Fermi Liquids 
Introduction to Fermi Liquid Theory
11. Introduction to BCS Theory (SWave Superconductors)
12. Introduction to Quantum Magnetism
1. Introduction
2. Lagrangian Formulation of Classical Mechanics and Field Theory
3. Quantization of Classical Field Theory I
4. Quantization of Classical Field Theory II
5. Berry Phase and Gauge Theory
6. Introduction to Perturbation Theory
PART II
7. Concept of Effective Field Theory, Phases, and Phase Transition
8. NonLinear Effects and Topology in Quantum Field Theory
9. Simple Bose Liquids 
Introduction to Superfluidity
10. Simple Fermi Liquids 
Introduction to Fermi Liquid Theory
11. Introduction to BCS Theory (SWave Superconductors)
12. Introduction to Quantum Magnetism
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TaiKai Ng received his Ph.D. degree from Northwestern University,
USA, in 1987. In 2001, he accepted a post as Full Professor of
Physics at the Hongkong University of Science and Technology, which
he still holds. Before that, he held positions at various
institutes, among them the Massachusetts Institute of Technology
and AT&T Bell Labs. Besides teaching at HUST, Professor Ng is
also involved in secondary and primary school science education,
mostly by training school teachers in Investigative Studies in
physics. His research interests include manybody physics and
applications of Quantum Field Theory to condensed matter physics.
Professor Ng is a member of the American Physical Society.
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