论文标题
改进有效的世俗方程重建程序
Improving procedure for the reconstruction of an effective secular equation
论文作者
论文摘要
已经讨论并改进了对有效哈密顿量的世俗方程重建的常规实施程序。为有效的哈密顿量引入了相对特征的多项式，以获得简化的有效的距离方程，该方程与在通常的重建程序中获得的相等，但表现出很大的便利性和有效性，尤其是当$ p $ - 空间尺寸较大时。
The usual implement procedure for the reconstruction of secular equation for an effective Hamiltonian has been discussed and improved. A relative characteristic polynomial has been introduced for the effective Hamiltonian, to obtain a simplified effective-secular-equation which is equivalent to the one obtained in the usual reconstruction procedure but shows great convenience and effectiveness, especially when the $P$-space dimension is large.
