The second volume is dedicated to more advanced topics. In it, the scope for analyzing quantum cosmological models within a supersymmetric framework is broadened. As much as possible, these two volumes treat what we know, what we think we know and what we think we do not know on an equal footing. Complete with problems and solutions for each chapter, the books are ideal for young, inquisitive minds eager to embark on in-depth research in this field. There is no one better suited than the author to introduce the subject; he has been one of its main contributors over the years.
Subjects such as supersymmetry anomalies, the Witten index, the implications and uses of instantons within supersymmetry, the super-Higgs mechanism and the Russian beta-function are but a few of the subjects featured in this part of the volume. This book is a must for anyone interested in learning about the developments in advanced field theory over the past few decades.
Since the work of Emmy Noether nearly a century ago, the idea of symmetry has played an increasingly important role in physics, resulting in spectacular successes such as Yang-Mills gauge theory along the way. The current zenith of the local symmetry principle is the theory of supergravity, which combines general relativity with the spin-intermingling theory of supersymmetry to construct the richest and deepest symmetry-based theory yet discovered.
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Supergravity also lies at the foundation of string theory — a theory whose own symmetry principle has not yet been uncovered — and so is one of the central ideas of modern high-energy theoretical physics. Unfortunately, since its invention in the s, supergravity has been an infamously difficult subject to learn.
Now, two of the inventors and masters of supergravity — Dan Freedman and Antoine Van Proeyen — have produced a superb, pedagogical textbook that covers the classical theory in considerable depth. The book is notably self-contained, with substantial and readable introductory material on the ideas and techniques that combine to make up supergravity, such as global supersymmetry, gauge theory, the mathematics of spinors and general relativity. There are many well chosen problems for the student along the way, together with compact discussions of complex geometry.
Naturally, any finite book has to cut short some deserving topics. I hope that any second edition has an expanded discussion on superspace to complement the current, clear treatment based on the component multiplet calculus, as well as a greater discussion on supergravity and supersymmetry in the quantum regime. Overall, this is a masterful introduction to supergravity for students and researchers alike, which I strongly recommend.
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Be familiar with the structure, particle content and predictions of the Minimal Super symmetric Standard Model. Be familiar with the main mechanisms of super symmetry breaking. Be able to describe the extended super symmetry algebra and discuss the motivation for considering extended super symmetry.
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Show a qualitative understanding of higher dimensional super symmetry, super gravity theories and the concept of Kaluza-Klein compactification. In addition to the above goals, at the end of the course the student is expected to have developed the following skills: Be able to confidently use group theory language in describing physical systems.
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Be able to apply techniques of quantum field theory to solve a range of particle physics problems related to non-abelian gauge theories and super symmetry. Be able to efficiently locate, extract and summarize relevant information from theoretical high energy physics research articles. Teaching and learning methods Lectures and exercises. Continuing Education - click here!
Quantum Cosmology - The Supersymmetric Perspective - Vol. 2: Advanced Topic
The highest mark 12 is given for excellent exam performance that demonstrates full mastery of the above mentioned learning goals with no or only minor gaps. The mark 2 is given to a student who has only minimally achieved the course goals. Course information.