论文标题
在弱耦合极限中的五角核矩阵的波函数
Wave Functions of Pentadiagonal Matrices in the Weak Coupling Limit
论文作者
论文摘要
我们考虑了将在文本中进行描述的五角核矩阵。我们展示了根据矩阵，v和w中最低特征向量获得最低特征向量的弱耦合表达式的实用方法。发现表达式简化了波函数系数是否放入分母中。
We consider a pentadiagonal matrix which will be described in the text. We demonstrate practical methods for obtaining weak coupling expressions for the lowest eigenvector in terms of the parameters in the matrix, v and w. It is found that the expressions simplify if the wave function coefficients are put in the denominator.
