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ABOUT ONE FAST-CHANGING CHARACTERISTIC EQUATION SPECTRAL PROBLEMS FOR DIFFERENTIAL EQUATIONS OF SECOND ORDER
Journal: Theoretical & Applied Science (Vol.19, No. 11)Publication Date: 2014-11-30
Authors : Alexandr Nikolayevich Shevtsov; Vladimir Nikolayevich Kestelman; Abdizhahan Manapovich Sarsenbi;
Page : 1-6
Keywords : spectral problem; the beam; the basicity of the operator; linearization; Maple;
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- ABOUT ONE FAST-CHANGING CHARACTERISTIC EQUATION SPECTRAL PROBLEMS FOR DIFFERENTIAL EQUATIONS OF SECOND ORDER
- Multistage pseudo-spectral method (method of collocations) for the approximate solution of an ordinary differential equation of the first order
- PERIODIC BOUNDARY VALUE PROBLEMS FOR HIGHER ORDER IMPULSIVE FUNCTIONAL DIFFERENTIAL EQUATIONS
- Comparative Analysis of Different Numerical Methods for the Solution of Initial Value Problems in First Order Ordinary Differential Equations
- A Taylor Series Method for the Solution of the Boundary Value Problems for Higher Order Ordinary Differential Equation
Abstract
The paper discusses some of the solutions of the characteristic equation of the spectral problem. Solutions obtained by numerical methods.
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Last modified: 2014-12-26 10:12:37