数学物理学报 ›› 1999, Vol. 19 ›› Issue (2): 154-158.
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(湘潭师范学院数学系 湘潭 411201)
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摘要:
证明了物理学中的有限W-代数是半单Lie代数上的横截Poisson结构.
关键词: W代数, 横截的, Poisson结构
Abstract:
In this paper, one show that finite W-algebras are so-called transverse poisson structure on semisimple Lie algebras.
Key words: W-algebra, Transverse, Poisson structure.')">W-algebra, Transverse, Poisson structure.
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刘钊南. 有限W-代数与横截poisson结构[J]. 数学物理学报, 1999, 19(2): 154-158.
Liu Zhaonan. Finite w-algbras and transverse poisson structure[J]. Acta mathematica scientia,Series A, 1999, 19(2): 154-158.
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1 Zamolodchikov A B.Infiniteadditionalsymmetriesin2dimensionalconformalquantumfieldtheory.Theor MathPhys,1985,65,1205-1213 2 BouwknegtP,SchoutensK.WSyminetryinconformalfieldtheory.PhysRep,1993,223,183-276 3 FeherLetal..HamiltonianreductionoftheWessZuminoNovlovWittentheories.PhysRep,1992,222,1-64 4 JjinT.FiniteWalgebras.PhysLett,1992,B292,60-66 5 T.deBoreandTJjin,QuantizationandRepresentationtheoryoffiniteWalgebra.CommunMathPhys,1993,158,485-516 6 WeinsteinA.TheLocalStructureofPoisson Manifolds.JDiffGeom,1983,18,523-557 7 OhYonggeun.SomeRemarksontheTransversePoissonStructuresofcoadjointorbits.LettMathPhys,1986,12,87-91 8 VaismaL.LecturesonthegeometryofPoissonmanifolds.BirkhauserVerlag,1994
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