论文标题
s偶尔和混乱
S-duality and Chaos
论文作者
论文摘要
现场理论中的重归其化组恰好在许多方面都类似于动态系统。在本文中，我们讨论了混乱与二元性之间的意外联系。从某种意义上说，在混乱的RG轨迹的末尾可以出现各种双重磁场理论，因此量子场理论中强烈的二元性是重新归一化组混乱流的直接结果。这表明，由于混乱的RG流动，可能存在场和弦理论的各种特性。我们还猜想了Riemann-Zeta函数的一半条中的双量子场理论的存在。
The Renormalization group in field theories happens to resemble dynamical systems in many ways. In this paper, we discuss the unexpected connection between chaos and duality in field theories. In a sense, that various dual field theories can emerge at the end of chaotic RG trajectories, and hence strong-weak duality in quantum field theory is a direct result of the chaotic flow of the renormalization group. This suggests that various properties of field and string theories could come into existence due to chaotic RG flow. We also conjecture the existence of dual quantum field theories in the half strip of Riemann-Zeta function.
