!!!!!Solitons, Instantons, and Twistors

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1、ThispageintentionallyleftblankOxfordGraduateTextsinMathematicsSeriesEditorsR.CohenS.K.DonaldsonS.HildebrandtT.J.LyonsM.J.TaylorOXFORDGRADUATETEXTSINMATHEMATICSBooksintheseries1.KeithHannabuss:Anintroductiontoquantumtheory2.ReinholdMeiseandDietmarVogt:Introductiontofunctionalanalysis3.JamesG

2、.Oxley:Matroidtheory4.N.J.Hitchin,G.B.Segal,andR.S.Ward:Integrablesystems:twistors,loopgroups,andRiemannsurfaces5.WulfRossmann:Liegroups:Anintroductionthroughlineargroups6.QingLiu:Algebraicgeometryandarithmeticcurves7.MartinR.BridsonandSimonM.Salamon(eds):Invitationstogeom-etryandtopology8.

3、ShmuelKantorovitz:Introductiontomodernanalysis9.TerryLawson:Topology:Ageometricapproach10.MeinolfGeck:Anintroductiontoalgebraicgeometryandalgebraicgroups11.AlastairFletcherandVladimirMarkovic:QuasiconformalmapsandTeichmüllertheory12.DominicJoyce:Riemannianholonomygroupsandcalibratedgeometry

4、13.FernandoVillegas:ExperimentalNumberTheory14.PéterMedvegyev:StochasticIntegrationTheory15.MartinA.Guest:FromQuantumCohomologytoIntegrableSystems16.AlanD.Rendall:PartialDifferentialEquationsinGeneralRelativity17.YvesFélix,JohnOpreaandDanielTanré:AlgebraicModelsinGeometry18.JieXiong:Introdu

5、ctiontoStochasticFilteringTheory19.MaciejDunajski:Solitons,Instantons,andTwistorsSolitons,Instantons,andTwistorsMaciejDunajskiDepartmentofAppliedMathematicsandTheoreticalPhysics,UniversityofCambridge13GreatClarendonStreet,Oxfordox26DPOxfordUniversityPressisadepartmentoftheUniversityofOxford

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