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SUPERSYMMETRY (PhD Wess)

Lecture Topic : (Math Physics) SUPERSYMMETRY (PhD Wess)

Prerequisites : Supersymmetry (M2); Gauge Theory (M2); Particle Physics (M2); Representation Theory (M1); Quantum Field Theory (M2); Differential Forms (M1); Tensor Analysis (M1); General Relativity (M2); Complex Manifolds (M2);

Recommended Text(s) :

“Supersymmetry and Supergravity”, 2nd Edn., Julius Wess & Jonathan Bagger,PrincetonUniversity Press, 1992.

Approx price new on Amazon.com : $57

Approx price second hand on Amazon.com : $47

Availability free on eMule.com : Yes

eMule search key word(s) : Wess, Supersymmetry

Lectures and Links :

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Lecture 1  (link)

Ch.1   Why Supersymmetry?

Ch.2   Representations of the Supersymmetry Algebra

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Lecture 2  (link)

Ch.3   Component Fields

Ch.4   Superfields

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Lecture 3  (link)

Ch.5   Chiral Superfields

Ch.6   Vector Superfields

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Lecture 4  (link)

Ch.7   Gauge Invariant Interactions

Ch.8   Spontaneous Symmetry Breaking

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Lecture 5   (link)

Ch.9    Superfield Propagators

Ch.10   Feynman Rules for Supergraphs

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Lecture 6   (link)

Ch.11   Nonlinear Realizations

Ch.12   Differential Forms in Superspace

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Lecture 7  (link)

Ch.13   Gauge Theories Revisited

Ch.14   Vielbein, Torsion, and Curvature

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Lecture 8  (link)

Ch.15   Bianchi Identities

Ch.16   Supergauge Transformations

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Lecture 9  (link)

Ch.17   The q = qbar = 0 Components of the Vielbein, Connection, Torsion and Curvature

Ch.18   The Supergravity Multiplet

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Lecture 10  (link)

Ch.19   Chiral and Vector Superfields in Curved Space

Ch.20   New q Variables and the Chiral Density

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Lecture 11   (link)

Ch.21    The Minimal Chiral Supergravity Model

Ch.22   Chiral Models and Kahler Geometry

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Lecture 12   (link)

Ch.23   General Chiral Supergravity Models

Ch.24   Gauge Invariant Models

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Lecture 13  (link)

Ch.25   Gauge Invariant Supergravity Models

Ch.26   Low Energy Theorems

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Lecture 14   (link)

Appendix A : Notation and Spinor Algebra

Appendix B : Results in Spinor Algebra

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Lecture 15   (link)

Appendix C : Kahler Geometry

Appendix D : Isometries and Kahler Geometry

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Lecture 16   (link)

Appendix E : Nonlinear Realizations

Appendix F : Nonlinear Realizations and Invariant Actions

Appendix G : Gauge Invariant Supergravity Models

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Links to Other Lecturers on this Topic :

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