Mathematical Physics


Exact Trigonometric Periodic Solutions to Inverted Quadratic Mathews-Lakshmanan Oscillator Equations by Means of Linearizing Transformation

Authors: M. D. Monsia, J. Akande, D. K. K. Adjaï, L. H. Koudahoun, Y. J. F. Kpomahou

The present letter adds to the paper ’’ A Class of Position-Dependent Mass Liénard Differential Equations via a General Nonlocal Transformation’’. The purpose is to emphasize the fact that the mathematical theory of position-dependent mass nonlinear oscillator differential equations previously developed [1] provides exact analytical trigonometric periodic solutions to inverted quadratic Mathews-Lakshmanan oscillator equations.

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Submission history

[v1] 2016-08-29 08:11:19

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