ผศ. ดร.ธนะศักดิ์ หมวกทองหลาง

Asst. Prof. Dr. Thanasak Mouktonglang

Contact Head of Department

Head of Department

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Room

MB2109

Telephone

053-943326 # 101

Email

Website

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Education Background

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Ph.D. (Mathematics), University of Notre Dame, USA, 2005

M.S. (Mathematics), University of Notre Dame, USA, 2002

B.S. (Mathematics), Duquesne University, USA, 1999

Research Area

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Optimization and Control Theory

Research Field

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- Computational Mathematics
- Discrete Mathematics
- Optimization

Publication

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scopus Online , Offline (html) Others   cmumis

Featured Publications

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1.) Mouktonglang T., Yimnet S., Finite-Time Boundedness of Linear Uncertain Switched Positive Time-Varying Delay Systems with Finite-Time Unbounded Subsystems and Exogenous Disturbance, Mathematics, 10, (2022),65.

2.) Suparatulatorn R., Cholamjiak W., Gibali A., Mouktonglang T., A parallel Tseng’s splitting method for solving common variational inclusion applied to signal recovery problems, Advances in Difference Equations, 2021, (2021),492.

3.) Chaiwino W., Manorot P., Poochinapan K., Mouktonglang T., Identifying the locations of atmospheric pollution point source by using a hybrid particle swarm optimization, Symmetry, 13, (2021),985.

4.) Suebcharoen T., Rojsiraphisal T., Mouktonglang T., Controlled current quality improvement by multi-target linear quadratic regulator for the grid integrated renewable energy system, Journal of Analysis and Applications, 19, (2021),47-66.

5.) Mouktonglang T., Charoensawan P., Suparatulatorn R., A novel iterative scheme of operators with property (E) and its applications, UPB Scientific Bulletin, Series A: Applied Mathematics and Physics, 83, (2021),45-54.

6.) Chousurin R., Mouktonglang T., Wongsaijai B., Poochinapan K., Performance of compact and non-compact structure preserving algorithms to traveling wave solutions modeled by the Kawahara equation, Numerical Algorithms, 85, (2020),523-541.

7.) Tamang N., Wongsaijai B., Mouktonglang T., Poochinapan K., Novel algorithm based on modification of Galerkin finite element method to general Rosenau-RLW equation in (2 + 1)-dimensions, Applied Numerical Mathematics, 148, (2020),109-130.

8.) Kerdboon J., Yimnet S., Wongsaijai B., Mouktonglang T., Poochinapan K., Convergence analysis of the higher-order global mass-preserving numerical method for the symmetric regularized long wave equation, International Journal of Computer Mathematics, , (2020),1-36.

9.) Chousurin R., Mouktonglang T., Charoensawan P., Fourth-order conservative algorithm for nonlinear wave propagation: The rosenau-KdV equation, Thai Journal of Mathematics, 17, (2019),789-803.

10.) Chaiwino W., Mouktonglang T., Identification of atmospheric pollution source based on particle swarm optimization, Thai Journal of Mathematics, 17, (2019),125-140.

11.) Mouktonglang T., Worapun P., A Comparison of Robust Criteria for Vehicle Routing Problem with Soft Time Windows, International Journal of Mathematics and Mathematical Sciences, 2019, (2019),9137458.

12.) Wongsaijai B., Mouktonglang T., Sukantamala N., Poochinapan K., Compact structure-preserving approach to solitary wave in shallow water modeled by the Rosenau-RLW equation, Applied Mathematics and Computation, 340, (2019),84-100.

13.) Suantai S., Mouktonglang T., Editorial, Thai Journal of Mathematics, 2018, (2018),i.

14.) Suebsriwichai A., Mouktonglang T., Upper bound for the crossing number of Qn×K3, Thai Journal of Mathematics, 15, (2017),297-321.

15.) Suebsriwichai A., Mouktonglang T., Bound for the 2-Page Fixed Linear Crossing Number of Hypercube Graph via SDP Relaxation, Journal of Applied Mathematics, 2017, (2017),7640347.

16.) Kabcome P., Mouktonglang T., An interior-point trust-region algorithm for quadratic stochastic symmetric programming, Thai Journal of Mathematics, 15, (2017),237-260.

17.) Kabcome P., Mouktonglang T., Vehicle routing problem for multiple product types, compartments, and trips with soft time windows, International Journal of Mathematics and Mathematical Sciences, 2015, (2015),126754.

18.) Yotha N., Mouktonglang T., Botmart T., Exponential synchronization for hybrid coupled neural networks with time delays via intermittent feedback controls, International Journal of Pure and Applied Mathematics, 92, (2014),619-644.

19.) Janwised J., Wongsaijai B., Mouktonglang T., Poochinapan K., A modified three-level average linear-implicit finite difference method for the Rosenau-Burgers equation, Advances in Mathematical Physics, 2014, (2014),734067.

20.) Yotha N., Botmart T., Mouktonglang T., Global synchronization of hybrid coupled neural networks with interval time-varying and unbounded distributed delays via sampled-data feedback control, International Journal of Pure and Applied Mathematics, 89, (2013),591-617.