Acta Mechanica et Automatica > 2023 > Vol. 17, no. 3 > 357--363
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journal ISSN : | 1898-4088 |
journal e-ISSN : | 2300-5319 |
DOI | 10.2478/ama-2023-0040 |
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Bibliography
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1. Asghar S, Haider JA, Muhammad N. The modified KdV equation for a nonlinear evolution problem with perturbation technique. Inter-national Journal of Modern Physics B. 2022 Sep 30;36(24):2250160.
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2. Amir M, Awais M, Ashraf A, Ali R, Ali Shah SA. Analytical Method for Solving Inviscid Burger Equation. Punjab University Journal of Math-ematics. 2023 Dec 3;55(1).
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3. Ali M, Anjum N, Ain QT, He JH. Homotopy perturbation method for the attachment oscillator arising in nanotechnology. Fibers and Pol-ymers. 2021 Jun;22:1601-6.