1.) Niamsup, P., Huong, P.T., Phat, V.N., New LMI-based criteria for robust finite-time stability of singular large-scale neural networks with interacted delays, Neural Computing and Applications, 2025, 387-398. 2.) Niamsup, P., Thanh, N.T., Phat, V.N., Finite-time H∞control of linear singular fractional differential equations with time-varying delay, IMA Journal of Mathematical Control and Information, 2022, 773-788. 3.) Sau, N.H., Niamsup, P., Phat, V.N., Thuan, M.V., State bounding estimation of positive singular discrete-time systems with unbounded time-varying delays, Journal of the Franklin Institute, 2022, 4587-4604. 4.) Botmart, T., Weera, W., Hongsri, A., Yotha, N., Niamsup, P., Dissipative Pinning Sampled-Data Control for Function Projective Synchronization of Neural Networks With Hybrid Couplings and Time-Varying Delays, IEEE Access, 2022, 58647-58666. 5.) Thanh, N.T., Niamsup, P., Phat, V.N., New results on finite-time stability of fractional-order neural networks with time-varying delay, Neural Computing and Applications, 2021, 17489-17496. 6.) Tino, N., Niamsup, P., Finite-Time Synchronization Between Two Different Chaotic Systems by Adaptive Sliding Mode Control, Frontiers in Applied Mathematics and Statistics, 2021, -. 7.) Thuan, M.V., Niamsup, P., Phat, V.N., Finite-Time Control Analysis of Nonlinear Fractional-Order Systems Subject to Disturbances, Bulletin of the Malaysian Mathematical Sciences Society, 2021, 1425-1441. 8.) Petaratip, T., Niamsup, P., Stability analysis of an unemployment model with time delay, AIMS Mathematics, 2021, 7421-7440. 9.) Thanh, N.T., Niamsup, P., Phat, V.N., Observer-based finite-time control of linear fractional-order systems with interval time-varying delay, International Journal of Systems Science, 2021, 1386-1395. 10.) Phat, V.N., Niamsup, P., Muoi, N.H., State feedback observer-based control design for linear descriptor systems with multiple time-varying delays, IMA Journal of Mathematical Control and Information, 2021, 1218-1236. 11.) Niamsup, P., Phat, V.N., H∞ control for linear descriptor systems with non-differentiable delays in both state and observation, Optimization, 2021, 1809-1823. 12.) 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. 13.) Phat, V., Niamsup, P., Thuan, M.V., A new design method for observer-based control of nonlinear fractional-order systems with time-variable delay, European Journal of Control, 2020, 124-131. 14.) Niamsup, P., Phat, V.N., State feedback stabilization of linear descriptor time-varying delay systems, Transactions of the Institute of Measurement and Control, 2020, 2191-2197. 15.) Emharuethai, C., Niamsup, P., Ramachandran, R., Weera, W., Time-varying delayed H∞ control problem for nonlinear systems: A finite time study using quadratic convex approach, Symmetry, 2020, -. 16.) Muoi, N.H., Phat, V.N., Niamsup, P., Erratum: 'Comment on criteria for robust finite-time stabilisation of linear singular systems with interval time-varying delay' by Wang and Wu, IET Control Theory and Applications, 2020, 1000-1001. 17.) Thanh, N.T., Phat, V.N., Niamsup, P., New finite-time stability analysis of singular fractional differential equations with time-varying delay, Fractional Calculus and Applied Analysis, 2020, 504-519. 18.) Boonpikum, A., Botmart, T., Niamsup, P., Weera, W., Improved Delay-Dependent Stability Criterion for Genetic Regulatory Networks with Interval Time-Varying Delays via New Lyapunov Functionals, Mathematical Problems in Engineering, 2020, -. 19.) Yimnet, S., Niamsup, P., Finite-time stability and boundedness for linear switched singular positive time-delay systems with finite-time unstable subsystems, Systems Science and Control Engineering, 2020, 541-568. 20.) Botmart, T., Yotha, N., Niamsup, P., Weera, W., Junsawang, P., Mixed H∞/ passive exponential function projective synchronization of delayed neural networks with hybrid coupling based on pinning sampled-data control, Advances in Difference Equations, 2019, -.