1. 不同非局部系数的薛定谔方程特征研究.
- Author
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周 荧 and 王 跃
- Subjects
- *
ALGEBRAIC equations , *DIFFERENTIAL equations , *SPECTRUM analysis , *THEORY-practice relationship , *INTEGRALS - Abstract
This paper considered the Schrödinger equation with different types of nonlocal integral term coefficients. By using the algebraic analysis method and the spectrum theory of differential equations, the existence of solutions was transformed into the existence of roots for some algebraic equations, the shape of the corresponding curve for the solution of the one-dimensional case. Compared with the results on the existence of solutions in the references, improved results were derived with the help of simpler methods. In order to promote the combination of theory and practice, as the auxiliaries, some curves of solutions were set in the progress of proving main results. [ABSTRACT FROM AUTHOR]
- Published
- 2023