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How to Extrapolate A String Model to Finite Temperature: Interpolations and Implications for the Hagedorn Transition

机译:如何将字符串模型外推到有限温度:插值   和对Hagedorn过渡的影响

摘要

In this paper, we discuss the important question of how to extrapolate agiven zero-temperature string model to finite temperature. It turns out thatthis issue is surprisingly subtle, and we show that many of the standardresults require modification. For concreteness, we focus on the case of theten-dimensional SO(32) heterotic string, and show that the usualfinite-temperature extrapolation for this string is inconsistent at the levelof a proper worldsheet theory. We then derive the proper extrapolation, and inthe process uncover a universal Hagedorn temperature for all tachyon-freeclosed string theories in ten dimensions --- both Type II and heterotic. As wediscuss, these results are not in conflict with the well-known exponentialgrowth in the degeneracies of string states in such models. This writeup is aconcise summary of our recent paper hep-th/0505233, here presented using a``bottom-up'' approach based on determining self-consistent finite-temperatureextrapolations of zero-temperature string models. Some new results andobservations are also added.
机译:在本文中,我们讨论了如何将给定的零温度字符串模型外推到有限温度的重要问题。事实证明,这个问题令人惊讶地微妙,我们证明许多标准结果都需要修改。为了具体起见,我们集中于十维SO(32)杂散字符串的情况,并表明在适当的世界表理论层面上,此字符串通常的有限温度外推是不一致的。然后,我们推导出适当的外推法,并在此过程中发现所有十大维度的无Tachyon封闭弦理论的通用Hagedorn温度-II型和杂种。正如我们所讨论的,这些结果与此类模型中字符串状态简并性的众所周知的指数增长并不矛盾。本文是我们最新论文hep-th / 0505233的简要摘要,在此使用基于确定零温度字符串模型的自洽有限温度外推法的``自下而上''方法进行介绍。还添加了一些新的结果和观察结果。

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  • 年度 2005
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