论文标题
horava-lifshitz的1/n扩展像四弗里斯模型
1/N Expansion for Horava-Lifshitz like four-fermion models
论文作者
论文摘要
我们研究了四个维度的四个flos-gross-neveu类，其中有四个维度，其中有关键指数$ z = 2 $和$ z = 3 $。已知具有$ z = 2 $的型号可扰动，但在$ 1/n $扩展的上下文中被证明是可重新分配的。我们明确计算这些模型的有效潜力。
We study a class of four-fermion Gross-Neveu like models in four dimensions with critical exponents $z=2$ and $z=3$. The models with $z=2$ are known to be perturbatively nonrenormalizable but are shown to be renormalizable in the context of the $1/N$ expansion. We calculate explicitly the effective potential for these models.
