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[美] 维斯 著 / 世界图书出版公司 / 2009-08 / 平装
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超对称和超引力(第2版)
ThisbookwaspreparedincollaborationwithJonathanBagger,withoutwhomitwouldneverhavebeenwritten.BothJonandIwouldliketothankWinnieWaringforherdevotedassistanceinthepreparationofthemanuscript.Asatributetoherhighstandards,wehavetriedourbesttoavoiderrorsinfactorsandsigns.Manypeoplehavehelpedeliminatetheseerrors.Inparticular,wewouldliketothankMartinMullerforhisassistancewiththesecondhalfofthebook.
PREFACETOTHESECONDEDITIONPREFACEI.WHYSUPERSYMMETRY?II.REPRESENTATIONSOFTHESUPERSYMMETRYALGEBRAIII.COMPONENTFIELDSIV.SUPERFIELDSV.CHIRALSUPERFIELDSVI.VECTORSUPERFIELDSVII.GAUGEINVARIANTINTERACTIONSVIII.SPONTANEOUSSYMMETRYBREAKINGIX.SUPERFIELDPROPAGATORSX.FEYNMANRULESFORSUPERGRAPHSXI.NONLINEARREALIZATIONSXII.DIFFERENTIALFORMSINSUPERSPACEXIII.GAUGETHEORIESREVISITEDXIV.VIELBEIN,TORSION,ANDCURVATUREXV.BIANCHIIDENTITIESXVI.SUPERGAUGETRANSFORMATIONSXVII.THE0=0=0COMPONENTSOFTHEVIELBEIN,CONNECTION,TORSION,ANDCURVATUREXVIII.THESUPERGRAVITYMULTIPLETXIX.CHIRALANDVECTORSUPERFIELDSINCURVEDSPACEXX.NEWVARIABLESANDTHECHIRALDENSITYXXI.THEMINIMALCHIRALSUPERGRAVITYMODELXXII.CHIRALMODELSANDKAHLERGEOMETRYXXIII.GENERALCHIRALSUPERGRAVITYMODELSXXIV.GAUGEINVARIANTMODELSXXV.GAUGEINVARIANTSUPERGRAVITYMODELSXXVI.LOW-ENERGYTHEOREMSAPPENDIXA:NotationandSpinorAlgebraAPPENDIXB:ResultsinSpinorAlgebraAPPENDIXC:KahlerGeometryAPPENDIXD:IsometriesandKahlerGeometryAPPENDIXE:NonlinearRealizationsAPPENDIXF:NonlinearRealizationsandInvariantActionsAPPENDIXG:GaugeInvariantSupergravityModels
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