论文标题
渐近大统一：SO（10）案例
Asymptotic Grand Unification: The SO(10) case
论文作者
论文摘要
我们明确测试了在$ s^{1}/z_ {2} \ times z^{\ prime} _ {2} $ orbifold上的最小5维模型的渐近大统一。我们认为所有物质字段都在大容量中传播，并表明量规耦合渐近地运行到紫外线中的固定点。但是，在此类别（10）模型中，Yukawa耦合通常会在紧凑型量表上方击中一个Landau极。
We explicitly test the asymptotic grand unification of a minimal 5-dimensional model with SO(10) gauge theory compactified on an $S^{1}/Z_{2}\times Z^{\prime}_{2}$ orbifold. We consider all matter fields as propagating in the bulk and show that the gauge couplings asymptotically run to a fixed point in the UV. However, the Yukawa couplings will typically hit a Landau pole right above the compactification scale in this class of SO(10) models.
