eigenfunctions

eigenfunctions

美 　英

• 網絡特征函數；本徵函數；特征方程

例句

Eigenfunctions obtained in this way can be divided into two parts: a perturbative part and a non-perturbative part.

這樣得到的本征函數可以被分為微擾與非微擾區兩部分。

Time dependence is then applied to these eigenfunctions.

然后，將隨時變應用于這些特征函數中。

In fact, we could make the substitution and still wind up with the correct eigenfunctions and eigenvalues.

事實上，我們可以做這種代換而仍能繞彎得出正確的本征函數和本征值。

We have had the following results: (1) For banded matrices, perturbative parts of energy eigenfunctions have exponential decay;

具體而言，我們有以下發現：（1）帶狀矩陣情況下，本征函數的微擾部分呈指數衰減；