Biografi/ Biography :
Lee Khai Chien is a senior lecturer of Mathematics at the Department of Mathematical Sciences, Faculty of Science and Technology, Universiti Kebangsaan Malaysia (UKM). He holds a PhD in Computational Mathematics from Universiti Putra Malaysia (UPM), Malaysia and MSc and BSc in Mathematics from UKM. He joined UKM in 2022 and he is focusing on the field of Numerical Analysis.
k.c. lee, i. hashim, m.n. mohd aris, n. senu. (2026). a novel two-derivative multistep collocation method with fitting-techniques with application to duffing problem. - mathematics and computers in simulation. 420 - 441.
khai chien lee, muhammad naeim mohd aris, ishak hashim, norazak senu. (2024). proficient trigonometrical-fitted two-derivative multistep collocation methods in predictor-corrector approach: application to perturbed kepler problem. - methodsx . 1 - 23.
roslinda mohd nazar, lee khai chien, norazak bin senu, ali ahmadian. (2024). a promising exponentially-fitted two-derivative runge-kutta-nyström method for solving y'=f(x,y): application to verhulst logistic growth model. - mathematics and computers in simulation. 28-49.
lee khai chien, mohd almie alias, norazak senu, ali ahmadian hosseini. (2023). on efficient frequency-dependent parameters of explicit two-derivative improved runge-kutta-nystrom method with application to two-body problem. - alexandria engineering journal. 605-620.
k.c. lee, i. hashim, m.n. mohd aris, n. senu. (2026). a novel two-derivative multistep collocation method with fitting-techniques with application to duffing problem. - mathematics and computers in simulation. 420 - 441.
roslinda mohd nazar, lee khai chien, norazak bin senu, ali ahmadian. (2024). a promising exponentially-fitted two-derivative runge-kutta-nyström method for solving y'=f(x,y): application to verhulst logistic growth model. - mathematics and computers in simulation. 28-49.
lee khai chien, mohd almie alias, norazak senu, ali ahmadian hosseini. (2023). on efficient frequency-dependent parameters of explicit two-derivative improved runge-kutta-nystrom method with application to two-body problem. - alexandria engineering journal. 605-620.
k.c. lee, i. hashim, m.n. mohd aris, n. senu. (2026). a novel two-derivative multistep collocation method with fitting-techniques with application to duffing problem. - mathematics and computers in simulation. 420 - 441.
roslinda mohd nazar, lee khai chien, norazak bin senu, ali ahmadian. (2024). a promising exponentially-fitted two-derivative runge-kutta-nyström method for solving y'=f(x,y): application to verhulst logistic growth model. - mathematics and computers in simulation. 28-49.
khai chien lee, muhammad naeim mohd aris, ishak hashim, norazak senu. (2024). proficient trigonometrical-fitted two-derivative multistep collocation methods in predictor-corrector approach: application to perturbed kepler problem. - methodsx . 1 - 23.
lee khai chien, mohd almie alias, norazak senu, ali ahmadian hosseini. (2023). on efficient frequency-dependent parameters of explicit two-derivative improved runge-kutta-nystrom method with application to two-body problem. - alexandria engineering journal. 605-620.