Sum rules and the domain after the last node of an eigenstate

Sum rules and the domain after the last node of an eigenstate

It is shown that it is possible to establish sum rules that must be satisfied at the nodes and extrema of the eigenstates of confining potentials which are functions of a single variable. At any boundstate energy the Schroedinger equation has two linearly independent solutions one of which is normal...

书目详细资料
主要作者:	Sukumar, C
格式:	Journal article
语言:	English
出版:	2006

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