论文标题

扭曲共同体意味着绿色 - 雪Warz异常取消

Twistorial Cohomotopy implies Green-Schwarz anomaly cancellation

论文作者

Fiorenza, Domenico, Sati, Hisham, Schreiber, Urs

论文摘要

我们表征了组合HOPF/Twistor纤维化的最大Borel-Equivariantization化的整体共同体学和合理同型类型,并发现同胞生成器所满足的微妙关系只是那些管理Horava-Witten的建议,即Horava-Witten提出的提议,即从绿色机械从Heterotic stripotic M-thore中扩展到Heterotic M-theory的绿色机械机制。我们讨论了这与假设h的平方关系,即M理论难以捉摸的数学基础是基于J Twist的共同体理论中的电荷量化。

We characterize the integral cohomology and the rational homotopy type of the maximal Borel-equivariantization of the combined Hopf/twistor fibration, and find that subtle relations satisfied by the cohomology generators are just those that govern Horava-Witten's proposal for the extension of the Green-Schwarz mechanism from heterotic string theory to heterotic M-theory. We discuss how this squares with the Hypothesis H that the elusive mathematical foundation of M-theory is based on charge quantization in J-twisted Cohomotopy theory.

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