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Original Articles

Numerical solution of stiff differential equations via Haar wavelets

Pages 1117-1123 | Published online: 19 Aug 2006

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Read on this site (2)

R.C. Mittal, Harpreet Kaur & Vinod Mishra. (2015) Haar wavelet-based numerical investigation of coupled viscous Burgers' equation. International Journal of Computer Mathematics 92:8, pages 1643-1659.
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Ü. Lepik. (2009) Haar wavelet method for solving stiff differential equations. Mathematical Modelling and Analysis 14:4, pages 467-481.
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Articles from other publishers (11)

Asad Ullah, Tmader Alballa, Waseem, Hamiden Abd El-Wahed Khalifa & Haifa Alqahtani. (2023) A Cuckoo Search-Based Trained Artificial Neural Network for Symmetric Flow Problems. Symmetry 15:9, pages 1638.
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S. Nandhakumar, B. Shreeram, R. Thirumalai, K. Sakthisudhan & P. Sivaprakash. 2022. International Conference on Artificial Intelligence for Smart Community. International Conference on Artificial Intelligence for Smart Community 325 334 .
Saheed Ojo Akindeinde. (2020) A new multistage technique for approximate analytical solution of nonlinear differential equations. Heliyon 6:10, pages e05188.
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Qiyi Dai & Qingjie Cao. (2018) Parametric instability analysis of truncated conical shells using the Haar wavelet method. Mechanical Systems and Signal Processing 105, pages 200-213.
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Qiyi Dai, Qingjie Cao & Yushu Chen. (2018) Frequency analysis of rotating truncated conical shells using the Haar wavelet method. Applied Mathematical Modelling 57, pages 603-613.
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Qiyi Dai, Qingjie Cao & Yushu Chen. (2016) Free vibration analysis of truncated circular conical shells with variable thickness using the Haar wavelet method. Journal of Vibroengineering 18:8, pages 5291-5305.
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S Nandhakumar, V Muthukumaran, K Soorya Prakash & VK Shunmughanaathan. (2013) Position control of industrial robotic manipulator using variable structure control system with single term Haar wavelet series method. Journal of Vibration and Control 21:12, pages 2465-2483.
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Ülo Lepik & Helle HeinÜlo Lepik & Helle Hein. 2014. Haar Wavelets. Haar Wavelets 45 57 .
Miaomiao Wang & Fengqun Zhao. 2012. Proceedings of the 2011 2nd International Congress on Computer Applications and Computational Science. Proceedings of the 2011 2nd International Congress on Computer Applications and Computational Science 381 387 .
S. Nandhakumar, V. Selladurai & R. Dhanasekaran. (2010) Haarwavelet approach to singular system time invariant model robot arm control problem. Haarwavelet approach to singular system time invariant model robot arm control problem.
Shirley Abelman & Kailash C. Patidar. (2008) Comparison of some recent numerical methods for initial-value problems for stiff ordinary differential equations. Computers & Mathematics with Applications 55:4, pages 733-744.
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