关注
Khairil Iskandar  (Dr) Othman
Khairil Iskandar (Dr) Othman
在 tmsk.uitm.edu.my 的电子邮件经过验证
标题
引用次数
引用次数
年份
Implicit r-point block backward differentiation formula for solving first-order stiff ODEs
ZB Ibrahim, KI Othman, M Suleiman
Applied Mathematics and Computation 186 (1), 558-565, 2007
1492007
Development of Variable Stepsize Variable Order Block Method in Divided Difference Form for the Numerical Solution of Delay Differential Equations
F Ishak, MB Suleiman, ZA Majid, KI Othman
International Journal of Mathematical and Computational Sciences 5 (5), 728-733, 2011
682011
Variable Step Block Backward Differentiation Formula for Solving First Order Stiff ODEs.
ZB Ibrahim, KI Othman, M Suleiman
World Congress on Engineering, 785-789, 2007
562007
Fixed coefficients block backward differentiation formulas for the numerical solution of stiff ordinary differential equations
ZB Ibrahim, M Suleiman, KI Othman
Editorial Advisory Board e 21 (3), 508-520, 2005
472005
Numerical solution of first order stiff ordinary differential equations using fifth order block backward differentiation formulas
N Nasir, ZB Ibrahim, KI Othman, M Suleiman
Sains Malaysiana 41 (4), 489-492, 2012
302012
A numerical algorithm for solving stiff ordinary differential equations
SAM Yatim, ZB Ibrahim, KI Othman, MB Suleiman
Mathematical Problems in Engineering 2013 (1), 989381, 2013
252013
A quantitative comparison of numerical method for solving stiff ordinary differential equations
SAM Yatim, ZB Ibrahim, KI Othman, MB Suleiman
Mathematical Problems in Engineering 2011 (1), 193691, 2011
252011
Derivation of diagonally implicit block backward differentiation formulas for solving stiff initial value problems
IS Mohd Zawawi, ZB Ibrahim, KI Othman
Mathematical problems in engineering 2015 (1), 179231, 2015
222015
Comparative study of secondary mathematics curriculum between Malaysia and Singapore
ZB Ibrahim, KI Othman
Procedia-Social and Behavioral Sciences 8, 351-355, 2010
192010
Variable order block method for solving second order ordinary differential equations
ZB Ibrahim, N Zainuddin, KI Othman, M Suleiman, ISM Zawawi
Sains Malaysiana 48 (8), 1761-1769, 2019
182019
Fifth order two-point block backward differentiation formulas for solving ordinary differential equations
N Nasir, ZB Ibrahim, MB Suleiman, KI Othman
Appl. Math. Sci 5 (71), 3505-3518, 2011
172011
2-point block predictor-corrector of backward differentiation formulas for solving second order ordinary differential equations directly
ZB Ibrahim, KI Othman, M Suleiman
Chiang Mai J. Sci 39 (3), 502-510, 2012
162012
Convergence of the 2-point block backward differentiation formulas
ZB Ibrahim, M Suleiman, N Nasir, KI Othman
Applied Mathematical Sciences 5 (70), 3473-3480, 2011
152011
Fifth order variable step block backward differentiation formulae for solving stiff ODEs
SAM Yatim, ZB Ibrahim, KI Othman, F Ismail
International Journal of Mathematical and Computational Sciences 4 (2), 235-237, 2010
152010
Direct block backward differentiation formulas for solving second order ordinary differential equations
ZB Ibrahim, M Suleiman, KI Othman
Int. Journal of Mathematical, Physical, Electrical and Computer Engineering …, 2008
152008
Direct fifth order block backward differentation formulas for solving second order ordinary differential equations
N Zainuddin, ZB Ibrahim, KI Othman, M Suleiman
Chiang Mai J. Sci 43, 1171-1181, 2016
142016
Fixed coefficient A (α) stable block backward differentiation formulas for stiff ordinary differential equations
ZB Ibrahim, N Mohd Noor, KI Othman
Symmetry 11 (7), 846, 2019
132019
Automatic intervalwise block partitioning using Adams type method and backward differentiation formula for solving ODEs
KI Othman, ZB Ibrahim, M Suleiman, Z Majid
Applied mathematics and computation 188 (2), 1642-1646, 2007
92007
ADAPTIVE ORDER OF BLOCK BACKWARD DIFFERENTIATION FORMULAS FOR STIFF ODES.
ZB Ibrahim, NAAM Nasir, KI Othman, N Zainuddin
Numerical Algebra, Control & Optimization 7 (1), 2017
82017
New Algorithm of Two‐Point Block Method for Solving Boundary Value Problem with Dirichlet and Neumann Boundary Conditions
PS Phang, Z Abdul Majid, F Ismail, KI Othman, M Suleiman
Mathematical Problems in Engineering 2013 (1), 917589, 2013
82013
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