S. Jator

发表

Block Nyström Method for Singular Differential Equations of the Lane–Emden Type and Problems with Highly Oscillatory Solutions

S. Jator, H. B. Oladejo, 2017 .

Block Unification Scheme for Elliptic, Telegraph, and Sine-Gordon Partial Differential Equations

S. Jator, 2015 .

A Trigonometrically Fitted Block Method for Solving Oscillatory Second-Order Initial Value Problems and Hamiltonian Systems

S. Jator, F. Ngwane, 2017 .

Solving the Telegraph and Oscillatory Differential Equations by a Block Hybrid Trigonometrically Fitted Algorithm

S. Jator, F. Ngwane, 2015 .

A boundary value approach for solving three-dimensional elliptic and hyperbolic partial differential equations

S. Jator, T. Biala, 2015, SpringerPlus.

Integrating Oscillatory General Second-Order Initial Value Problems Using a Block Hybrid Method of Order 11

S. Jator, Kindyl L. King, 2018, Mathematical Problems in Engineering.

Boundary value technique for initial value problems with continuous second derivative multistep method of Enright

S. A. Okunuga, A. B. Sofoluwe, S. Jator, 2014 .

CONTINUOUS FOURTH DERIVATIVE METHOD FOR THIRD ORDER BOUNDARY VALUE PROBLEMS

S. Jator, R. Sahi, N. Khan, 2013 .

eu CONTINUOUS FOURTH DERIVATIVE METHOD FOR THIRD ORDER BOUNDARY VALUE PROBLEMS

S. Jator, R. Sahi, N. Khan, 2013 .

Boundary value technique based on a fifth derivative method of order 10 for fourth order initial and boundary value problems

S. Jator, H. B. Oladejo, E. Areo, 2018 .

Block implicit Adams methods for fractional differential equations

S. Jator, T. Biala, 2015 .

Block third derivative method based on trigonometric polynomials for periodic initial-value problems

S. Jator, 2016 .

Numerical approximations of second order PDEs by boundary value methods and the method of lines

S. Jator, T. Biala, R. Adeniyi, 2017 .

Boundary value technique for initial value problems based on Adams-type second derivative methods

S. Jator, R. Sahi, S.N. Jator, 2010 .

A SIXTH ORDER LINEAR MULTISTEP METHOD FOR THE DIRECT SOLUTION OF y ′ ′ = f ( x , y , y ′ )

S. Jator, 2011 .

ON THE NUMERICAL INTEGRATION OF THIRD ORDER BOUNDARY VALUE PROBLEMS BY A LINEAR MULTISTEP METHOD

S. Jator, 2008 .

An eighth order Backward Differentiation Formula with Continuous Coefficients for Stiff Ordinary Differential Equations

S. Jator, O. Akinfenwa, Nianmin Yoa, 2011 .

BLOCK HYBRID-SECOND DERIVATIVE METHOD FOR STIFF SYSTEMS

S. Jator, F. Ngwane, 2012 .

An algorithm for second order initial and boundary value problems with an automatic error estimate based on a third derivative method

S. Jator, Jiang Li, 2012, Numerical Algorithms.

Extended Continuous Block Backward Differentiation Formula for Stiff Systems

S. Jator, O. Akinfenwa, 2015 .

Block Hybrid Method for the Numerical solution of Fourth order Boundary Value Problems

Samuel N. Jator, Higinio Ramos, Mark I. Modebei, 2020, J. Comput. Appl. Math..

Solving two-point boundary value problems by a family of linear multistep methods

Jiang Li, Samuel N. Jator, S. Jator, 2009, Neural Parallel Sci. Comput..

NUMERICAL INTEGRATORS FOR FOURTH ORDER INITIAL AND BOUNDARY VALUE PROBLEMS

S. N. Jator, S. Jator, 2008 .

Continuous finite difference approximations for solving differential equations

P. Onumanyi, U. W. Sirisena, S. N. Jator, 1999, Int. J. Comput. Math..

A high order B-spline collocation method for linear boundary value problems

Samuel N. Jator, Zachariah Sinkala, S. Jator, 2007, Appl. Math. Comput..

A Family of Functionally-Fitted Third Derivative Block Falkner Methods for Solving Second-Order Initial-Value Problems with Oscillating Solutions

Higinio Ramos, S. N. Jator, Ridwanulahi Abdulganiy, 2021, Mathematics.

Efficient k-Step Linear Block Methods to Solve Second Order Initial Value Problems Directly

H. Ramos, S. Jator, M. I. Modebei, 2020, Mathematics.

Continuous block backward differentiation formula for solving stiff ordinary differential equations

Samuel N. Jator, O. A. Akinfenwa, N. M. Yao, 2013, Comput. Math. Appl..

On The Stability of Continuous Block Backward Differentiation Formula For Solving Stiff Ordinary Differential Equations

S. Jator, O. Akinfenwa, N. Yao, 2012 .

A Self Starting Block Adams Methods for Solving Stiff Ordinary Differential Equation

Samuel N. Jator, O. A. Akinfenwa, N. M. Yao, 2011, 2011 14th IEEE International Conference on Computational Science and Engineering.

Implicit Two Step Continuous Hybrid Block Methods with Four Off-Steps Points for Solving Stiff Ordinary Differential Equation

S. Jator, O. Akinfenwa, N. Yao, 2011 .

Solving second order initial value problems by a hybrid multistep method without predictors

Samuel N. Jator, S. Jator, 2010, Appl. Math. Comput..

On the hybrid method with three off-step points for initial value problems

S. Jator, 2010 .

A self-starting linear multistep method for a direct solution of the general second-order initial value problem

Jiang Li, Samuel N. Jator, S. Jator, 2009, Int. J. Comput. Math..

A SIMPSON'S-TYPE SECOND DERIVATIVE METHOD FOR STIFF SYSTEMS

S. Jator, R. Sahi, N. Khan, 2012 .

RESEARCH ARTICLE On The Stability of Continuous Block Backward Differentiation Formula For Solving Stiff Ordinary Differential Equations

S. Jator, O. Akinfenwa, N. Yao, 2012 .

Functionally Fitted Block Method for Solving the General Oscillatory Second-Order Initial Value Problems and Hyperbolic Partial Differential Equations

S. Jator, F. Ngwane, N. O. Kirby, 2019, Mathematical Problems in Engineering.

SOLVING OSCILLATORY PROBLEMS USING A BLOCK HYBRID TRIGONOMETRICALLY FITTED METHOD WITH TWO OFF-STEP POINTS

S. Jator, 2013 .

Trigonometric symmetric boundary value method for oscillating solutions including the sine-Gordon and Poisson equations

S. Jator, 2016 .

Block third derivative method based on trigonometric polynomials for periodic initial-value problems

S. Jator, 2015, Afrika Matematika.

High-order continuous third derivative formulas with block extensions for y″=f(x, y, y′)

Samuel N. Jator, S. A. Okunuga, Solomon A. Okunuga, 2013, Int. J. Comput. Math..

A continuous two-step method of order 8 with a block extension for y'' = f(x, y, y')

Samuel N. Jator, S. Jator, 2012, Appl. Math. Comput..

Boundary value technique for initial value problems with continuous second derivative multistep method of Enright

S. A. Okunuga, A. B. Sofoluwe, S. Jator, 2013, Computational and Applied Mathematics.

A 14-Order Hybrid Block Method in Variable Step-Size Mode for Solving Second-Order Initial Value Problems

S. Jator, M. I. Modebei, H. Ramos, 2023, Mathematical Problems in Engineering.

A multi-point numerical integrator with trigonometric coefficients for initial value problems with periodic solutions

S. A. Okunuga, S. Jator, J. Ehigie, 2017 .

A Family of Boundary Value Methods for Systems of Second-Order Boundary Value Problems

S. Jator, T. Biala, 2017 .