Introduction to Supersymmetry
by Adel Bilal
Publisher: arXiv 2001
Number of pages: 83
These are expanded notes of lectures given at the summer school "Gif 2000" in Paris. 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, the non-linear sigma model, N=2 susy gauge theories, and finally Seiberg-Witten duality.
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by Neil Lambert - King's College London
Contents: Symmetries, A No-go Theorem and How to Avoid It; Clifford Algebras and Spinors; Elementary Consequences of Supersymmetry; The Four-dimensional Wess-Zumino Model; Extended Supersymmetry; Central Extensions and BPS Soliton States; etc.
by Ivo Sachs - Trinity College Dublin
These notes are based on a number of graduate lectures. The aim is to provide a concise introduction to supersymmetry including some classic material such as the Coleman-Mandula theorem, supersymmetry algebra and non-renormalisation theorems.
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 F. Smarandache, V. Christianto - MathTiger
The present book discusses, among other things, various quantization phenomena found in Astrophysics and some related issues including Brownian Motion. Most chapters in this book come from published papers in various peer-reviewed journals.