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Inverse Problems in Science and Engineering Volume 18, 2010 - Issue 7
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Original Articles

Numerical differentiation for periodic functions

Zhenyu ZhaoCollege of Science, Guangdong Ocean University, Zhanjiang, 524088, China;School of Mathematical Sciences, Fudan University, Shanghai, 200433, China
&
Zehong MengSchool of Mathematics and Statistics, Zhejiang University of Finance and Economics, Hangzhou, 310018, China
Pages 957-969 | Received 19 Jun 2009, Accepted 08 May 2010, Published online: 19 Jul 2010

Citations (6)

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Read on this site (1)

Zehong Meng, Zhenyu Zhao, Duan Mei & Yongxiong Zhou. (2020) Numerical differentiation for two-dimensional functions by a Fourier extension method. Inverse Problems in Science and Engineering 28:1, pages 126-143.
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Articles from other publishers (5)

Yu. I. Hrytsiuk & R. B. Tushnytskyi. (2023) Numerical differentiation of table-given functions at arbitrarily located interpolation nodes. Ukrainian Journal of Information Technology 5:1, pages 25-41.
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Ю. І. Грицюк & В. І. Гавриш. (2022) Чисельне диференціювання періодичних таблично-заданих функцій з використанням многочлена Фур'є. Scientific Bulletin of UNFU SBUNFU 32:5, pages 69-79.
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Fermín S. V. Bazán & Luciano Bedin. (2019) Filtered spectral differentiation method for numerical differentiation of periodic functions with application to heat flux estimation. Computational and Applied Mathematics 38:4.
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Baoqin Chen, Zhenyu Zhao, Zhi Li & Zehong Meng. (2018) Numerical differentiation by a Fourier extension method with super-order regularization. Applied Mathematics and Computation 334, pages 1-10.
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Zhenyu Zhao & Junfeng Liu. (2011) Hermite spectral and pseudospectral methods for numerical differentiation. Applied Numerical Mathematics 61:12, pages 1322-1330.
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