论文标题
阿贝尔（2,0）动作的几何方面
Geometrical Aspects of An Abelian (2,0) Action
论文作者
论文摘要
我们根据1903.12196的形式主义探索了六维手性2形的动作的各种几何方面。我们阐明了与一般背景的耦合，并构建了包括物质在内的Abelian（2,0）超级符合的Lagrangian。我们研究了田间的非标准差异特性及其与哈密顿公式的关系。我们还通过考虑在圆，K3和Riemann表面上的压缩来测试动作。结果与对M5-Brane在M理论中的低能量物理学的作用的期望是一致的。
We explore various geometrical aspects of an action for six-dimensional chiral 2-forms based on the formalism of 1903.12196. We elucidate the coupling to general backgrounds and construct the full supersymmetric completion to an abelian (2,0) superconformal lagrangian including matter. We investigate the non-standard diffeomorphism properties of the fields and their relation to the hamiltonian formulation. We also test the action by considering compactifications on a circle, K3 and a Riemann surface. The results are consistent with expectations for an action describing the low-energy physics of an M5-brane in M-theory.
