利用函数行列式求得多元函数在附加条件下的可能极值点。
Striving for the possible extreme value points of poly function with addition condition by using the function processions.
本文讨论了商函数在其极点处的残数计算，得到几个用行列式表示的计算公式，并介绍了它们的应用。
This paper discusses the calculus of residues of quotient function at ist pole, then obtains some computational formulas by the use of determinant. and gives their application.
讨论了具有开边界六顶角模型的关联函数，计算了涉及边界自发极化的边界关联函数，得到了它们的行列式表示。
The six-vertex model with open boundary conditions is discussed. The correlation functions for the model are calculated and expressed as some determinants.
在计算中使用了一种新的试探函数，其行列式部分由以类氢函数为基的定域分子轨道组成。
A novel tri-al function has been employed in the calculation, its determinant being composed of the localized molecular orbitals on the basis of the hydrogen-like functions.
在计算中使用了一种新的试探函数，其行列式部分由以类氢函数为基的定域分子轨道组成。
A novel tri-al function has been employed in the calculation, its determinant being composed of the localized molecular orbitals on the basis of the hydrogen-like functions.
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