RESEARCHER INFO
User Avatar

Prof. Dr. Zurni B Omar

Quantitative Sciences
UUM College of Arts and Sciences
zurni@uum.edu.my
04-9286409

ACADEMIC QUALIFICATION

12000, PhD NUMERICAL ANALYSIS, UPM, Universiti Putra Malaysia
21988, Masters MATEMATIK, FRESNO STATE UNIVERSITY, CALIFORNIA, USA
31985, Bachelor Degree MATEMATIK, HUMBOLDT STATE UNIVERSITY, CALIFORNIA, USA

AWARD & RECOGNITION

1 Anugerah Penerbitan Terbaik SQS 2016, Pusat Pengajian Sains Kuantitatif (SQS), UUM CAS, 2016, Universiti

AREA OF EXPERTISE

RESEARCH AREA

numerical methods
block methods
parallel algorithms

OVERVIEW
My research interest is in developing new numerical methods for solving differential equations. Currently, my post graduate students and I are working on developing new block methods for solving higher order ordinary differential equations.
PUBLICATION CHART
LIST 5 LATEST OF PUBLICATION
Stability analysis and multiple solution of cu–al2o3/h2o nanofluid contains hybrid nanomaterials over a shrinking surface in the presence of viscous dissipation. Journal of materials research and technology. 9(1), 421 - 432, (2020).
Implementation of the one-step one-hybrid block method on the nonlinear equation of a circular sector oscillator. Computational mathematics and modeling. 31(1), 116 - 132, (2020).
Effects of stefan blowing and slip conditions on unsteady mhd casson nanofluid flow over an unsteady shrinking sheet: dual solutions. Symmetry . 12(487), 1 - 17, (2020).
Dual solutions and stability analysis of a hybrid nanofluid over a stretching/shrinking sheet executing mhd flow. Symmetry . 12(276), 1 - 14, (2020).
Characterizations of γ-ps-regular and γ-ps-normal spaces. International journal of applied mathematics . 32(4), 603 - 622, (2019).
RESEARCH PIE
LIST 5 LATEST OF RESEARCH
Multiplicty of solutions for non-newtonian fluid flows in deformable channels (2017), Member, Kpt
New multi-step hybrid block methods for the direct solution of higher order ordinary differential equations (2017), Leader, Kpt
Convection boundary layer flows of non-newtonian fluids in a channel (2016), Member, Universiti
Developing one step hybrid block methods with generalized off step points for solving ordinary differential equations directly (2015), Leader, Universiti
Block methods for direct solution of higher order ordinary differential equations using interpolation and collocation approach (2015), Leader, Universiti
CONSULTATION
Year Title Membership Funder Level Status
2018 Kajian perkhidmatan bas unic di uum Member Statutory National Completed
2012