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Journal of Discrete Mathematical Sciences and Cryptography Volume 20, 2017 - Issue 1: Mathematical Models for Supply Chain Management: Concepts and Cases
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Original Articles

Image zooming model based on fractional-order partial differential equation

Ran GaoCollege of Science, Zhongyuan University of Technology, Zhengzhou, 450007, ChinaCorrespondence[email protected]
,
Cong GuCollege of Science, Zhongyuan University of Technology, Zhengzhou, 450007, China
&
Xiao LiCollege of Science, Zhongyuan University of Technology, Zhengzhou, 450007, China
Pages 55-63 | Received 01 Oct 2015, Published online: 27 Dec 2016

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Mandana Tamizkar, Ali Tavakkoli & Mashallah Matinfar. (2022) A new approach for image inpainting by modification on total variation model. Journal of Interdisciplinary Mathematics 25:6, pages 1665-1674.
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Zainab Dheyaa Ridha & Fatimah Abdulmohdi Mohommed. (2021) Solving linear ordinary differential equations by using Shehu transform with variable coefficients. Journal of Interdisciplinary Mathematics 24:8, pages 2391-2400.
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Vinod Gill, Kanak Modi & Yudhveer Singh. (2018) Analytic solutions of fractional differential equation associated with RLC electrical circuit. Journal of Statistics and Management Systems 21:4, pages 575-582.
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Qiong Pu. (2018) Efficient tracking control algorithm for weak disturbance signals in large-scale power system. Journal of Discrete Mathematical Sciences and Cryptography 21:2, pages 257-262.
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Articles from other publishers (3)

Chenhua Liu & Anhong Wang. (2023) An image zooming method based on the coupling threshold in the wavelet packet transform domain. Measurement Science and Technology 35:1, pages 015408.
Crossref
Taha Basheer Taha, Togzhan Nurtayeva, Slvar Abdulazeez Arif & Ahmed Salah Jamal. (2022) Partial Differential Equations and Digital Image Processing : A Review. Partial Differential Equations and Digital Image Processing : A Review.
D. N. Chalishajar & R. Ramesh. 2021. Simulation and Analysis of Mathematical Methods in Real‐Time Engineering Applications. Simulation and Analysis of Mathematical Methods in Real‐Time Engineering Applications 151 161 .

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