随机演化与超共形场论
On Stochastic Evolutions and Superconformal Field Theory
摘要：
在SLE领域中，通过利用维拉索罗代数的最高权模中的奇异向量，研究了共形映射的某些随机演化与共形场论之间的联系。最近发现，这种情况可以扩展到随机演化的超共形映射的N=1超空间的超共形场论和奇异向量的N=1超共形代数的Neveu-Schwarz部门。在这里我们讨论类似的扩展到雷蒙部门。我们还讨论了如何修改的链接时，一个非常规的超共形结构或超导数。
英文摘要：
Links between certain stochastic evolutions of conformal maps and conformal field theory have been studied in the realm of SLE and by utilizing singular vectors in highest-weight modules of the Virasoro algebra. It was recently found that this scenario could be extended to stochastic evolutions of superconformal maps of N=1 superspace with links to superconformal field theory and singular vectors of the N=1 superconformal algebra in the Neveu-Schwarz sector. Here we discuss the analogous extension to the Ramond sector. We also discuss how the links are modified when an unconventional superconformal structure or superderivative is employed.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
