摘要
本文用留数方法讨论了有限区间上 Dirac 特征值问题的一些基本问题,证明了函数向量按特征函数向量展开为广义富氏级数的定理.
Some essential properties of Dirac eigenvalue problem on a finite interval are discussed with residue method.The theorem which function vector is expanded to become a generalized fourier series is proved according to eigenfuction vector.
出处
《辽宁大学学报（自然科学版）》
CAS
1993年第3期9-18,共10页
Journal of Liaoning University：Natural Sciences Edition
关键词
特征值问题
狄喇克方程
量子力学
Dirae eigenvalue problem
Residue method
eigenexpansion
