论文标题
关于插值法的评论
Remarks on the interpolation method
论文作者
论文摘要
我们讨论了插值法的有效性条件的概括，这些条件对于平均野外玻璃的淬灭自由能的密度。该条件仅根据高斯随机变量的$ l^2 $公制结构而编写。作为应用的一个例子，我们推断出具有无限分支的Grem模型的热力学极限的存在，其经典有效性条件失败了。
We discuss a generalization of the conditions of validity of the interpolation method for the density of quenched free energy of mean field spin glasses. The condition is written just in terms of the $L^2$ metric structure of the Gaussian random variables. As an example of application we deduce the existence of the thermodynamic limit for a GREM model with infinite branches for which the classic conditions of validity fail.
