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Partial Range Case Type Eigenfunctions and Their Properties
Journal of Computational and Theoretical Transport ( IF 0.7 ) Pub Date : 2019-05-02 , DOI: 10.1080/23324309.2019.1606831
D. C. Sahni 1
Affiliation  

Case eigenfunctions are normally defined over the interval [1,1]. We examine the consequences of defining such eigenfunctions over any segment of real axis. It is shown that there are always one or two discrete eigenvalues, in addition to the continuum of eigenvalues consisting of the segment of real axis.



中文翻译:

部分范围案例类型特征函数及其性质

案例特征函数通常在间隔内定义 [-1个1个]我们研究了在实轴的任何段上定义此类本征函数的后果。结果表明,除了由实轴部分组成的特征值的连续性之外,总是存在一个或两个离散的特征值。

更新日期:2019-05-02
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