论文标题
n = 3延伸的超对称Schwarzian和Liouville理论
N=3-extended Supersymmetric Schwarzian and Liouville Theories
论文作者
论文摘要
n = 3 super-schwarzian，n =（3,0）超级liouville理论是通过coadexhinexhight Orbit方法提出的。我们研究以超级领域为代表的各个理论的共同轨道依赖性。我们表明，当B场在轨道的初始点采用适当的配置时，它已重归于N = 3 Super-Schwarzian衍生物。然后，根据OSP（2 $ | $ 3）转换，各个理论的重归于的动作是不变的。如果配置进一步指定，则轨道的初始点在其他类型的OSP（2 $ | $ 3）转换下也很稳定。
N=3 super-Schwarzian and N=(3,0) super-Liouville theories are formulated by the coadjoint orbit method. We study the coadjoint orbit dependence of the respective theories, represented by a superfield b. We show that it is renormalized into the N=3 super-Schwarzian derivative when the b field takes an appropriate configuration at the initial point of the orbit. Then the renormalized actions of the respective theories are invariant under OSp(2$|$3) transformations. If the configuration gets further specified, the initial point of the orbit turns out to be stable under one other kind of OSp(2$|$3) transformations as well.
