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Connection Formulas for Second-Order Differential Equations Having an Arbitrary Number of Turning Points of Arbitrary Multiplicities.

机译：任意多重性的任意转折点数。

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作者
Olver, F. W. J.;
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年度 1975
页码 1-30
总页数 30
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Differential equations; Solutions(General); Approximation(Mathematics); Eigenvalues; Reprints; WKB approximation;

机译：微分方程;解（通用）;近似（数学）;特征值;重印; WKB近似;

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专利

1. Symmetries and reductions of order for certain nonlinear third- and second-order differential equations with arbitrary nonlinearity [J] . Tamizhmani K. M., Krishnakumar K., Leach P. G. L. Journal of Mathematical Physics . 2015,第11期

机译：具有任意非线性的某些非线性三阶和二阶微分方程的阶对称和约化
2. P-stable Obrechkoff methods of arbitrary order for second-order differential equations [J] . Marnix Van Daele, Guido Vanden Berghe Numerical Algorithms . 2007,第2期

机译：二阶微分方程的任意阶P稳定Obrechkoff方法
3. P-stable exponentially-fitted Obrechkoff methods of arbitrary order for second-order differential equations [J] . M. Van Daele, G. Vanden Berghe Numerical Algorithms . 2007,第4期

机译：二阶微分方程的任意阶P稳定指数拟合Obrechkoff方法
4. On the Connection Between Second-order Differential Equations and Quadratic Eigenvalue Problem and Their Spectrum [C] . Yusuf Cesur International Conference on Mathematical Science . 2011

机译：关于二阶微分方程与二次特征值问题及其谱的连接
5. Processing of flat and non-flat image information on arbitrary manifolds using partial differential equations. [D] . Bertalmio, Marcelo. 2001

机译：使用偏微分方程在任意流形上处理平面和非平面图像信息。
6. Linear Parabolic Differential Equations of Arbitrary Order; General Boundary-Value Problems for Elliptic Equations [O] . Felix E. Browder 1953

机译：任意阶线性抛物线方程椭圆方程的一般边值问题
7. Symmetries and reductions of order for certain nonlinear third and second-order differential equations with arbitrary nonlinearity [O] . Tamizhmani, K. M., Krishnakumar, K., Leach, P. G. L. 2015

机译：某些非线性第三和第三阶的对称性和阶数的减少具有任意非线性的二阶微分方程
8. Connection Formulas for Second-Order Differential Equations with Multiple Turning Points. [R] . Olver, F. W. J. 1975

机译：具有多个转折点的二阶微分方程的连接公式。

Connection Formulas for Second-Order Differential Equations Having an Arbitrary Number of Turning Points of Arbitrary Multiplicities.

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