Introduction to Supersymmetry
by Neil Lambert
Publisher: King's College London 2011
Number of pages: 49
Supersymmetry has been a very fruitful subject of research and has taught us a great deal about mathematics and quantum field theory. Hopefully this course will convince the student that supersymmetry is a beautiful and interesting subject.
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by Adel Bilal - arXiv
The present introduction is elementary and pragmatic. The author discusses: spinors and the Poincar'e group, the susy algebra and susy multiplets, superfields and susy lagrangians, susy gauge theories, spontaneously broken susy, and more.
by Ian J R Aitchison - arXiv.org
These notes are an expanded version of a short course of lectures given for graduate students in particle physics at Oxford. The level was intended to be appropriate for students in both experimental and theoretical particle physics.
by W. Siegel, at al. - arXiv
Supersymmetry is the supreme symmetry: It unifies spacetime symmetries with internal symmetries, fermions with bosons, and (local supersymmetry) gravity with matter. Under quite general assumptions it is the largest possible symmetry of the S-matrix.
by Kevin Cahill - arXiv
These notes provide an introduction to supersymmetry. They begin with supersymmetric quantum mechanics and the basic properties of spinor fields. The supersymmetry of simple theories of spin-zero and spin-one-half fields is discussed...