A MAPLE Symbolic-Numeric Program for Solving the 2D-Eigenvalue Problem by a Self-consistent Basis Method

机译：一种采用自洽基法求解二维特征值问题的MAPLE符号数字程序

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The symbolic-numeric program SELFA for solving the the 2D boundary-value problem in self-consistent basis method is presented. The corresponding algorithm of this program using a conventional pseudocode is described too. As example, the energy spectrum and wave functions of E-type for generalized Henon-Heiles Hamiltonian were obtained.

机译：提出了一种用于以自洽为基础求解二维边界值问题的符号数字程序SELFA。还描述了使用常规伪代码的该程序的相应算法。例如，获得了广义Henon-Heiles哈密顿量的E型能谱和波函数。

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来源
《International Workshop on Computer Algebra in Scientific Computing(CASC 2005); 20050912-16; Kalamata(GR)》|2005年|P.32-39|共8页
会议地点 Kalamata(GR)
作者
I.N. Belyaeva; N.A. Chekanov; A.A. Gusev; V.A. Rostovtsev; Yu.A. Ukolov; Y. Uwano; S.I. Vinitsky;
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作者单位

Belgorod State University, Studentcheskaja St.14, Belgorod, 308007, Russia;

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原文格式 PDF
正文语种 eng
中图分类计算技术、计算机技术;代数、数论、组合理论;
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A MAPLE Symbolic-Numeric Program for Solving the 2D-Eigenvalue Problem by a Self-consistent Basis Method

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