论文标题
Weyl协方差，以及10D超级范围内超符号预势的建议
Weyl Covariance, and Proposals for Superconformal Prepotentials in 10D Superspaces
论文作者
论文摘要
提出的建议是为了描述超级衍生物的Weyl缩放变换定律$ \ nabla {} _ {\ {\ underline a} $，Torsion supertensors $ t {} _ {{\ {\ {\ $ r {} _ {{\ usewessline a} \，{\ lisepline b}}} {} _ {\，\ useverline c}} {} {}^{\ supperline d} $ in 10d superspaces中的d} $。首先要提出的建议，即11D的无约束性超级预势，$ \ Mathcal {n} $ = 1理论由标量超级场所描述，列举了10D理论中的超级强度预势的考虑。我们得出无限的10D超空间Weyl转换定律，并发现十个可能的10D，$ \ MATHCAL {N} $ = 1超级超级超级超级优势。介绍了所有由相应扭转构建的所有外壳十个维度超切地理的Weyl场强度张量的首次识别。
Proposals are made to describe the Weyl scaling transformation laws of supercovariant derivatives $\nabla{}_{\underline A}$, the torsion supertensors $T{}_{{\underline A} \, {\underline B}}{}^{\underline C}$, and curvature supertensors $R{}_{{\underline A} \, {\underline B}}{}_{\, \underline c} {}^{\underline d}$ in 10D superspaces. Starting from the proposal that an unconstrained supergravity prepotential for the 11D, $\mathcal{N}$ = 1 theory is described by a scalar superfield, considerations for supergravity prepotentials in the 10D theories are enumerated. We derive infinitesimal 10D superspace Weyl transformation laws and discover ten possible 10D, $\mathcal{N}$ = 1 superfield supergravity prepotentials. The first identification of all off-shell ten dimensional supergeometrical Weyl field strength tensors, constructed from respective torsions, is presented.
