1.) Mobayen, S., Hsia, K.-H., Mofid, O., Moosapour, S.S., Rojsiraphisal, T., Robust UAV tracker under actuator faults and external disturbances using a barrier function-based prescribed performance sliding mode control approach, International Journal of Dynamics and Control, 2025, -. 2.) Buathong, K., Moonchai, S., Saenton, S., Supapakorn, T., Rojsiraphisal, T., Predictive Model for Northern Thailand Rainfall Using Niño Indexes and Sea Surface Height Anomalies in the South China Sea, Journal of Marine Science and Engineering, 2024, -. 3.) Mobayen, S., El-Sousy, F.F.M., Alattas, K.A., Mofid, O., Fekih, A., Rojsiraphisal, T., Adaptive fast-reaching nonsingular terminal sliding mode tracking control for quadrotor UAVs subject to model uncertainties and external disturbances, Ain Shams Engineering Journal, 2023, -. 4.) Moonchai, S., Himakalasa, A., Rojsiraphisal, T., Arjkumpa, O., Panyasomboonying, P., Kuatako, N., Buamithup, N., Punyapornwithaya, V., Modelling epidemic growth models for lumpy skin disease cases in Thailand using nationwide outbreak data, 2021–2022, Infectious Disease Modelling, 2023, 282-293. 5.) Vu, M.-T., Hsia, K.-H., El-Sousy, F.F.M., Rojsiraphisal, T., Rahmani, R., Mobayen, S., Adaptive Fuzzy Control of a Cable-Driven Parallel Robot, Mathematics, 2022, -. 6.) Ghaffari, V., Mobayen, S., ud Din, S., Rojsiraphisal, T., Vu, M.T., Robust tracking composite nonlinear feedback controller design for time-delay uncertain systems in the presence of input saturation, ISA Transactions, 2022, 88-99. 7.) Mokhtare, Z., Vu, M.T., Mobayen, S., Rojsiraphisal, T., An Adaptive Barrier Function Terminal Sliding Mode Controller for Partial Seizure Disease Based on the Pinsky–Rinzel Mathematical Model, Mathematics, 2022, -. 8.) Bostani, Y., Jalilzadeh, S., Mobayen, S., Rojsiraphisal, T., Bartoszewicz, A., Damping of Subsynchronous Resonance in Utility DFIG-Based Wind Farms Using Wide-Area Fuzzy Control Approach, Energies, 2022, -. 9.) Chaichana, K., Kitro, A., Chaidee, S., Rojsiraphisal, T., The potential effects of temperature on outpatient visits: a case study in Chiang Mai, Thailand, Environmental Science and Pollution Research, 2021, 64431-64439. 10.) Taghieh, A., Mohammadzadeh, A., Tavoosi, J., Mobayen, S., Rojsiraphisal, T., Asad, J.H., Zhilenkov, A., Observer-based control for nonlinear time-delayed asynchronously switching systems: A new LMI approach, Mathematics, 2021, -. 11.) Ghadiri, H., Khodadadi, H., Mobayen, S., Asad, J.H., Rojsiraphisal, T., Chang, A., Observer-based robust control method for switched neutral systems in the presence of interval time-varying delays, Mathematics, 2021, -. 12.) Rojsiraphisal, T., Mobayen, S., Asad, J.H., Vu, M.T., Chang, A., Puangmalai, J., Fast terminal sliding control of underactuated robotic systems based on disturbance observer with experimental validation, Mathematics, 2021, -. 13.) Taweelarp, S., Suntikoon, S., Rojsiraphisal, T., Ploymaklam, N., Saenton, S., Geochemical Modeling of Scale Formation due to Cooling and CO2-degassing in San Kamphaeng Geothermal Field, Northern Thailand, Chiang Mai University Journal of Natural Sciences, 2021, 1-12. 14.) 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, 2021, 47-66. 15.) Boonsatit, N., Sriraman, R., Rojsiraphisal, T., Lim, C.P., Hammachukiattikul, P., Rajchakit, G., Finite-time synchronization of clifford-valued neural networks with infinite distributed delays and impulses, IEEE Access, 2021, 111050-111061. 16.) Rojsiraphisal, T., Niamsup, P., Yimnet, S., Global uniform asymptotic stability criteria for linear uncertain switched positive time-varying delay systems with all unstable subsystems, Mathematics, 2020, 1-18. 17.) Puangmalai, J., Tongkum, J., Rojsiraphisal, T., Finite-time stability criteria of linear system with non-differentiable time-varying delay via new integral inequality, Mathematics and Computers in Simulation, 2020, 170-186. 18.) Puangmalai, W., Puangmalai, J., Rojsiraphisal, T., Robust finite-time control of linear system with non-differentiable time-varying delay, Symmetry, 2020, -. 19.) Charatchaiwanna, A., Rojsiraphisa, T., Aunmeungtong, W., Reichart, P.A., Khongkhunthian, P., Mathematical equations for dental implant stability patterns during the osseointegration period, based on previous resonance frequency analysis studies, Clinical Implant Dentistry and Related Research, 2019, 1028-1040. 20.) Zamart, C., Rojsiraphisal, T., Finite-time stabilization of linear systems with time-varying delays using new integral inequalities, Thai Journal of Mathematics, 2019, 173-191.