作者: David Bailin , Alexander Love
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摘要: SUPERSYMMETRY ALGEBRA AND MULTIPLETS Introduction Dirac, Weyl and Mujorana Spinors Simple supersymmetry algebra Supersymmetry multiplets Supersymmetric free field theory Extended References Exercises LAGRANGIANS FOR CHIRAL SUPERFIELDS Superfield representations of the Expansion chiral superfield in component fields Products superfields Renormalisable supersymmetric Lagrangians for Feynman rules supermultiplets Mass coupling constant renormalisation Non-renormalisation theories Spontaneous breaking F-term VECTOR The vector gauge invariance Spontaneously broken D-term non-Abeldian electroweak Renormalisation group equation PURE SUPERGRAVITY Noether procedure Globally Lagrangian supergravity multiplet Locally COUPLING OF TO MATTER Supergravity Wess-Zumino model General including Super-Higgs mechanism gravitino mass Hidden sector by gaugino condensate effects observable No scale GRAND UNIFIED THEORIES Hierarchy problem Minimal SU(5) GUT equations Charginos neutralinos Experimental signatures Proton decay THE BOSONIC STRING bosonic string action Equations motion covariant gauges Mode expansions quantisation Virasoro masses states closed open Light cone Low lying Path integral SUPERSTRING superstring Super-virasoro Closed ground superconformal anomalies Superstring states, GSO projections space-time Other formulations HETEROTIC Compactification on a circle heterotic torus Fermionisation bosonisation Fermionic formulation compactified COMPACTIFICATION TEN DIMENSIONAL FOUR DIMENSIONS Toroidal compactifications Orbifold untwisted Z^[3 orbifold twisted Wilson lines Calabi-Yau manifolds DIRECT CONSTRUCTION Modular partition function Partition functions Four dimensional Semi-realistic four models INTERACTIONS Bosonic vertex operators conformal dimensions scattering amplitudes operator Review further developments Appendices Index