论文标题
组件分解的Adinkra基金会和11D中的超符号多重组的扫描，n = 1 Superspace
Adinkra Foundation of Component Decomposition and the Scan for Superconformal Multiplets in 11D, N = 1 Superspace
论文作者
论文摘要
在物理学文献中，所有2,147,483,648个玻色症自由度的洛伦兹表示和2,147,483,648费尔米管自由度在一个不受限制的二维标量超级领域中均显示出来。在组件字段，超级场和阿丁克拉参数方面，对这一进步的概念基础进行了比较。这些突出了基于Adinkra的方法比其他方法的计算效率。在11d，n = 1标量超级场中的16级指出，存在{65}表示（1,10）的{65}表示（1,10），共形性gravelton。因此，基于Adinkra的参数表明，单独使用11D，N = 1个标量超级领域的可能性可能与4D，N = 1 Superfield Supergravity的一个脱壳版本之一相比，可以描述一个庞加雷超级实力的预势。
For the first time in the physics literature, the Lorentz representations of all 2,147,483,648 bosonic degrees of freedom and 2,147,483,648 fermionic degrees of freedom in an unconstrained eleven dimensional scalar superfield are presented. Comparisons of the conceptual bases for this advance in terms of component field, superfield, and adinkra arguments, respectively, are made. These highlight the computational efficiency of the adinkra-based approach over the others. It is noted at level sixteen in the 11D, N = 1 scalar superfield, the {65} representation of SO(1,10), the conformal graviton, is present. Thus, Adinkra-based arguments suggest the surprising possibility that the 11D, N = 1 scalar superfield alone might describe a Poincare supergravity prepotential in analogy to one of the off-shell versions of 4D, N = 1 superfield supergravity.
