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Many-Body Quantum Theory in Condensed Matter Physics: An Introduction (Oxford Graduate...
Product Review ` well-designed for its target audience, [] a well-written manuscript with a good selection of topics.' Derek Lee, Imperial College London Product Description This book is an introduction to the techniques of many-body quantum theory with a large number of applications to condensed matter physics. The basic idea of the book is to provide a self-contained formulation of the theoretical framework without losing mathematical rigor, while at the same time providing physical motivation and examples. The examples are taken from applications in electron systems and transport theory. On the formal side, the book covers an introduction to second quantization, many-body Green's function, finite temperature Feynman diagrams and bosonization. The applications include traditional transport theory in bulk as well as mesoscopic systems, where both the Landau-Buttiker formalism and recent developments in correlated transport phenomena in mesoscopic systems and nano-structures are covered. Other topics include interacting electron gases, plasmons, electron-phonon interactions, superconductivity and a final chapter on one-dimensional systems where a detailed treatment of Luttinger liquid theory and bosonization techniques is given. Having grown out of a set of lecture notes, and containing many pedagogical exercises, this book is designed as a textbook for an advanced undergraduate or graduate course, and is also well suited for self-study. Reader Reviews This book is exactly what a new student (with some training in basic grad courses in solid state, statistical mechanics, etc.) needs to grasp condensed matter physics without a "research-based bias." Todays programs are so focused on application that a thorough treatment of pedigogical materials get superfically taught. Philip Anderson warns about this in his timeless classic "Basic Notions." This book uses QFT in canonical picture (bootstraps), no mention of path integrals. I started out in HEP, so I got trained fairly well in path integrals, some may find this a barrier with the book. Luttinger theory is the most modern topic touched on, applications to materials science. I recommend Wen's book if you want to look at Quantum Hall Effects and Topological Orders (post 1980's). Comment | | (Report this)
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