Dr. Jackel Chew Vui Lung
Fakulti Komputeran Dan Informatik, UMS
Dr. Jackel Chew is a Senior Lecturer in the Faculty of Computing and Informatics at Universiti Malaysia Sabah, where he has served since 2019. He holds both a PhD and a Bachelor’s degree from the same university and is currently pursuing a Master of Computer Science in Computational Intelligence. His research interests encompass numerical methods and analysis, statistical modeling and analysis, metaheuristics, and machine learning.
Contact Information
Academic Department
Fakulti Komputeran Dan Informatik, UMS
Appointed Department
Fakulti Komputeran Dan Informatik, UMS
Education
Ijazah Doktor Falsafah (matematik)
Universiti Malaysia Sabah
2019
Ijazah Sarjana Muda Sains Dengan Kepujian (matematik Dengan Ekonomi)
Universiti Malaysia Sabah
2015
Research Collaborators
Research
Projects
6
Active
4
Grants
RM 225,200.00
Research Interests & Expertise
Information And Communication Technology (ict) - Predictive Analytics in Machine Learning
Mathematical Sciences - Numerical Analysis
Mathematical Sciences - Ordinary Differential and Partial Differential Equations
Specialist Topics In Mathematics - Mathematics and Statistics for Science and Engineering
Specialist Topics In Mathematics - Heuristics and Meta-Heuristics in Operational Research
Statistical Studies - Exploratory Data Analysis (Including Statistical Modelling)
Statistical Studies - Statistics in Research Methodology Experimental Design and Analysis (Including Multivariate Analysis)
Publications
Total Publications by Year
NOTE: N/A = Data not available, 0 = Data not completed
Scopus Metrics
Scopus ProfileDocuments
54
H-Index
7
Citations
177
Affiliation
Universiti Malaysia Sabah
Research listing
Current Research Projects
Mathematical modelling of ambulance paths in heavy traffic congestion using caputo fractional derivatives
Leader
2024 - 2026
Mathematical modelling and numerical solution for brain tumor dynamics in eeg signals.
Member
2024 - 2027
Enhancing disaster resilience: a comprehensive approach to flood evacuation and temporary shelter operations in sabah post-covid-19 using discrete-event simulations
Member
2024 - 2026
Modified implicit finite difference method using quarter-sweep approach for nonlinear advection-diffusion equations in flood routing
Leader
2023 - 2026
Publications listing
NOTE: PUBLICATION DATA FOR THE LAST 3 YEARS WILL BE DISPLAYED
Showing 1 to 10 of 16 entries
Jumat Bin Sulaiman , Jackel Chew Vui Lung (2026), Enhanced Quarter-sweep Iterative Method Using Egsor For Solving One-dimensional Porous Medium Equation
Jumat Bin Sulaiman , Khadizah Binti Ghazali , Jackel Chew Vui Lung (2026), Solution Of The Porous Medium Equation With Source Terms Via 4-point Newton-explicit Group Mksor Based On Wave Variable Transformation
Jackel Chew Vui Lung (2025), Assessing Farmers’ Welfare In Bengkulu Province Through Farmers’ Term Of Trade And Zakat-based Social Group Classification
Jumat Bin Sulaiman , Jackel Chew Vui Lung (2025), Modified Fractional Explicit Group With Sor Iterative Method For Nonlinear Fractional Diffusion In A Porous Medium
Jumat Bin Sulaiman , Jackel Chew Vui Lung , Khadizah Binti Ghazali , Azali Bin Saudi (2025), An Accelerated Numerical Framework To Simulate Brain Tumor Growth Via Ksor Method
Jumat Bin Sulaiman , Jackel Chew Vui Lung (2025), Quarter-sweep Finite Difference Approximation With Thomas Algorithm For Solving Nonlinear Advection-diffusion Equation
Jackel Chew Vui Lung , Jumat Bin Sulaiman (2025), Modified Fractional Explicit Group With Sor Iterative Method For Nonlinear Fractional Diffusion In A Porous Medium
Jumat Bin Sulaiman , Jackel Chew Vui Lung , Khadizah Binti Ghazali (2024), Half-sweep Newton-ksor With Wave Variable Transformation To Solve Forced Porous Medium Equations
Mohammad Fadhli Bin Asli , Jumat Bin Sulaiman , Jackel Chew Vui Lung (2024), Fractional Newton Explicit Group Method For Time-fractional Nonlinear Porous Medium Equations
Jackel Chew Vui Lung , Rayner @ Henry Pailus , Rayner Alfred (2024), Research On Detr Novel Small Target Detection Algorithm Based On Swin Transformer
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