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Ogbereyivwe Oghovese, Ph.D
Ogbereyivwe Oghovese, Ph.D
Department of Mathematics, Delta State University of Science and Technology, Ozoro
Verified email at dsust.edu.ng - Homepage
Title
Cited by
Cited by
Year
A three-free-parameter class of power series based iterative method for approximation of nonlinear equations solution
O Ogbereyivwe, O Izevbizua
Iranian Journal of Numerical Analysis and Optimization 13 (2), 157-169, 2023
62023
Families of Means-Based Modified Newtons Method for Solving Nonlinear Models.
O Ogbereyivwe, V Ojo-Orobosa
Punjab University Journal of Mathematics 53 (11), 2021
62021
Family of optimal two-step fourth order iterative method and its extension for solving nonlinear equations
O Ogbereyivwe, V Ojo-Orobosa
Journal of Interdisciplinary Mathematics, 2021
62021
Multistep quadrature based methods for nonlinear system of equations with singular Jacobian
O Ogbereyivwe, KO Muka
Journal of Applied Mathematics and Physics 7 (03), 702, 2019
62019
On optimal allocation of crime preventing patrol team using dynamic programming
O Oghovese
International Journal of Mathematics and Statistics Invention 2 (8), 7-17, 2014
62014
Gray code representation of the universal genetic code: Generation of never born protein sequences using Toeplitz matrix approach
BKN Muthugobal, G Ramesh, S Parthasarathy, S Suvaithenamudhan, ...
Biosystems 198, 104280, 2020
32020
High order quadrature based iterative method for approximating the solution of nonlinear equations
O Ogbereyivwe
Caspian Journal of Mathematical Sciences (CJMS) 9 (2), 243-255, 2020
32020
On the efficiency of a family of quadrature-based methods for solving nonlinear equations
O Ogbereyivwe, KO Muka
Global Scientific Journal 6 (9), 149-159, 2018
32018
New three-Steps Iterative method for solving nonlinear equations
O Oghovese, O John, Emunefe
IOSR Journal of Mathematics 10 (5), 44-47, 2014
32014
Some New Iterative Methods Based on Composite Trapezoidal Rule for Solving Nonlinear Equations
O Oghovese, EO John
International Journal of Mathematics and Statistics Invention 2 (8), 1-6, 2014
32014
MODIFIED HOUSEHOLDER ITERATIVE SCHEME REQUIRING NO FUNCTION DERIVATIVE FOR SOLVING NONLINEAR EQUATIONS.
Ogbereyivwe, Umar
Mathematical Analysis and Convex Optimization 3 (2), 77-82, 2022
22022
An optimal family of methods for obtaining the zero of nonlinear equation
O Ogbereyivwe
Mathematics and Computational Sciences 3 (1), 17-24, 2022
22022
Hiv Replication Model for The Succeeding Period Of Viral Dynamic Studies In Aids Clinical Trials
R Lakshmajayam, G Meenakshi
International Journal of Mathematics and Statistics Invention 2 (10), 2014
22014
A fifth-order iterative method for solving nonlinear equations
O Oghovese, OS Olaniyi
International Journal of Mathematics and Statistics Invention 2 (10), 19-23, 2014
22014
Minimum Size of Generating Set for Transitive p-Group G of Degree 3 p.
E Apine, O Oghovese
International Journal of Mathematics and Statistics Invention (IJMSI) 2 (10 …, 2014
22014
BEHIND WEERAKOON AND FERNANDO’S SCHEME: IS WEERAKOON AND FERNANDO SCHEME VERSION COMPUTATIONALLY BETTER THAN ITS POWER-MEANS VARIANTS?
O Ogbereyivwe, SS Umar
FUDMA JOURNAL OF SCIENCES 7 (6), 368-371, 2023
12023
Some High-Order Convergence Modifications of the Householder Method for Nonlinear Equations
O Ogbereyivwe, SS Umar
Communications in Nonlinear Analysis, 77-82, 2023
12023
Extension of the double Newton's method Convergence Order via the Bi-variate power series weight function for Solving Nonlinear Models.
Ogbereyivwe, Ogumeyo
Mathematical Analysis and it's Contemporary Applications 4 (3), 2022
12022
New Two-Step Method with Fifth-Order Convergence for Solving Nonlinear Equations
O Oghovese, AO Johnson
International Journal Of Mathematics and Statistics Invention (IJMSI) 2 (10 …, 2014
12014
Jarratt and Jarratt-variant families of iterative schemes for scalar and system of nonlinear equations
O Ogbereyivwe, EJ Atajeromavwo, SS Umar
Iranian Journal of Numerical Analysis and Optimization, 2024
2024
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