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Department of Mathematics

Naresuan University

Assoc. Prof. Dr. Supaporn Suksern

supapornsu@nu.ac.th

No.						Verified
1	Applications of Point Transformation on Third-Order Ordinary Differential Equations. Supaporn Suksern and Benchawan SookcharoenpinyoIAENG International Journal of Computer Science 50 (2), 2023	2023	1	Q3	Q3
2	Linearization Criteria for a System of Two Second-Order Ordinary Differential Equations Via Generalized Linearizing Transformation. Supakit Tammakun and Supaporn SuksernIAENG International Journal of Computer Science 50 (2), 2023	2023	0	Q3	Q3
3	Reduction of fifth-order ordinary differential equations to linearizable form by contact transformations Supaporn SuksernDifferential Equations and Dynamical Systems 28, 923-952, 2020	2020	1	Q2	Q3
4	Reduction of second-order ordinary differential equations into general linear equations via point transformations and its application Supaporn Suksern and Chanikan SawatdithepAppl. Math 14 (2), 249-259, 2020	2020	1	N/A	N/A
5	Linearizability of Nonlinear Second-Order Ordinary Differential Equations by Using a Generalized Linearizing Transformation. Prakrong Voraka and Supaporn Suksern and Nontakan DonjiwpraiIAENG International Journal of Applied Mathematics 50 (4), 2020	2020	3	Q3	Q3
6	Linearization of Fifth‐Order Ordinary Differential Equations by Generalized Sundman Transformations Supaporn Suksern and Kwanpaka NaboonmeeInternational Journal of Differential Equations 2018 (1), 3048428, 2018	2018	6	Q4	Q4
7	Reduction of Sixth-Order Ordinary Differential Equations to Laguerre Form by Fiber Preserving Transformations Supaporn SuksernIAENG International Journal of Applied Mathematics 47 (4), 398-406, 2017	2017	1	Q3	Q3
8	On the parametric interest of the option price from the black-scholes equation Amnuay Kananthai and Supaporn SuksernIAENG International Journal of Applied Mathematics 46 (1), 87-91, 2016	2016	4	Q2	Q3
9	Application of group analysis to classification of systems of three second‐order ordinary differential equations S Suksern and S Moyo and SV MeleshkoMathematical Methods in the Applied Sciences 38 (18), 5097-5113, 2015	2015	19	Q2	N/A
10	Linearizability of nonlinear fourth-order ordinary differential equations by a generalized sundman transformation S Suksern and S TammakunFar East Journal of Applied Mathematics 86 (3), 183-210, 2014	2014	4	N/A	N/A

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