[1]
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Block hybrid method using the operational matrices of Bernstein polynomial for the solution of third order ordinary differential equations
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Journal of the Nigerian …,
2022 |
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[2]
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A COMPARATIVE STUDY OF ORTHOGONAL POLYNOMIALS FOR NUMERICAL SOLUTION OF ORDINARY DIFFERENTIAL EQUATIONS
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FUDMA JOURNAL OF …,
2022 |
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[3]
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A new class of orthogonal polynomials as trial function for the derivation of numerical integrators
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GSC Advanced Research and Reviews,
2022 |
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[4]
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The discontinuous Galerkin method for general nonlinear third-order ordinary differential equations
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2021 |
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[5]
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One–Step Hybrid Block Scheme for the Numerical Approximation for Solution of Third Order Initial Value Problems
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Journal of Scientific …,
2021 |
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[6]
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A Clas of A-Stable Runge-Kutta Collocation Methods for the Solution of First Order Ordinary Dierential Equations
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2020 |
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[7]
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Mathematica Pseudocodes for Implementing Block Adams Family
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2020 |
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[8]
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Continuous Implicit One Step Four-Point Hybrid Block Method for The Solution of Initial Value Problem for Third Order Ordinary Differential Equations
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2019 |
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[9]
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A Two-step Hybrid Block Method for the Numerical Integration of Higher Order Initial Value Problems of Ordinary Differential Equations
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The Scientific World Journal,
2019 |
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[10]
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Optimization of two-step block method with three hybrid points for solving third order initial value problems
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Journal of Nonlinear Sciences and Applications,
2019 |
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[11]
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A Fifth-fourth Continuous Block Implicit Hybrid Method for the Solution of Third Order Initial Value Problems in Ordinary Differential Equations
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2019 |
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[12]
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ORTHOGONAL BASED ZERO-STABLE NUMERICAL INTEGRATOR FOR SECOND ORDER IVPs IN ODEs
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2018 |
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[13]
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New linear block method for third order ordinary differential Equations
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2018 |
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[14]
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HYBRID ONE-STEP BLOCK FOURTH DERIVATIVE METHOD FOR THE DIRECT SOLUTION OF THIRD ORDER INITIAL VALUE PROBLEMS OF ORDINARY …
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2018 |
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[15]
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New strategy of developing a direct two-step implicit hybrid block method with generalized Two off-step points for third order ordinary differential equations
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2018 |
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[16]
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Hybrid one-step block fourth derivative method for the direct solution of third order initial value problems of ordinary differential equations
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Int. J. Pure Appl. Math.,
2018 |
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[17]
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On the oscillation criteria and computation of third order oscillatory differential equations
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2018 |
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[18]
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Numerical Treatment of General Third Order Ordinary Differential Equations Using Taylor Series as Predictor
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2018 |
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[19]
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A Variable-step-size Block Predictor-corrector Method for Ordinary Differential Equations
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Asian Journal of Applied Sciences,
2017 |
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[20]
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The Numerical Computation of Three Step Hybrid Block Method for Directly Solving Third Order Ordinary Differential Equations
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Global Journal of Pure and Applied Mathematics [GJPAM],
2017 |
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[21]
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RUNGE-KUTTA TYPE METHODS FOR SOLVING SPECIAL THIRD AND FOURTH ORDER ORDINARY DIFFERENTIAL EQUATIONS
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2017 |
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[22]
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ONE-TWELVETH STEP CONTINUOUS BLOCK METHOD
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2017 |
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[23]
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ONE-TWELVETH STEP CONTINUOUS BLOCK METHOD FOR THE SOLUTION OF
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2017 |
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[24]
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SOVEREIGN DEFAULT IN A CURRENCY AREA: A MONETARY GENERAL EQUILIBRIUM MODEL
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International Journal of Pure and Applied Mathematics,
2016 |
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[25]
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AN EFFICIENT ONE-EIGHT STEP HYBRID BLOCK METHOD FOR SOLVING SECOND ORDER INITIAL VALUE PROBLEMS OF ODES
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2016 |
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[26]
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k-Step Block Method Algorithm for Arbitrary Order Ordinary Differential Equations
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2016 |
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[27]
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Derivation of Block Predictor–Block Corrector Method for Direct Solution of Third Order Ordinary Differential Equations
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Global Journal of Pure and Applied Mathematics [GJPAM],
2016 |
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[28]
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Predictor-Corrector Block Method of Order Seven for Solving Third Order Ordinary Differential Equations
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2016 |
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[29]
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Computation of an Accurate Implicit Block Method for Solving Third Order Ordinary Differential Equations Directly
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Global Journal of Pure and Applied Mathematics,
2015 |
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[30]
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Block methods for direct solution of higher order ordinary differential equations using interpolation and collocation approach
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2015 |
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[31]
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Runge Kutta Collocation Method for the Solution of First Order Ordinary Differential Equations
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2015 |
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[32]
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BLOCK NUMERICAL INTEGRATOR FOR THE SOLUTION OF
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2014 |
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[33]
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An Accurate Block Hybrid Collocation Method for Third Order Ordinary Differential Equations
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Journal of Applied Mathematics,
2014 |
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[34]
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One Step Continuous Hybrid Block Method for the Solution of y'''= f (x, y, y', y'')
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Journal of Natural Sciences Research,
2014 |
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[35]
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HYBRID ONE STEP BLOCK METHOD FOR THE SOLUTION OF THIRD ORDER INITIAL VALUE PROBLEMS OF ORDINARY DIFFERENTIAL EQUATIONS
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International Journal of Pure and Applied Mathematics,
2014 |
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[36]
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One Step Continuous Hybrid Block Method for the Solution of
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2014 |
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[37]
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One step continuous hybrid block method for solution of′′=(,′)
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2014 |
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[38]
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BLOCK NUMERICAL INTEGRATOR FOR THE SOLUTION
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International Journal of …,
2014 |
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[39]
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A new hybrid block method for the solution of general third order initial value problems of ordinary differential equations
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International Journal of Pure and Applied Mathematics,
2013 |
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[40]
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One Step, Three Hybrid Block Predictor-Corrector Method for the Solution
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Journal of Applied & Computational Mathematics,
2013 |
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[41]
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BLOCK NUMERICAL INTEGRATOR FOR THE SOLUTION OF y ′′′ = f ( x, y, y ′ , y ′′ )
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International Journal of Pure and Applied Mathematics,
2013 |
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[42]
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KAEDAH LANGSUNG BLOK HIBRID BERBILANG-LANGKAH BERSERTA TITIK LUAR-LANGKAH TERITLAK BAGI MENYELESAIKAN PERSAMAAN …
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[43]
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A Clas of A-Stable Runge-Kutta Collocation Methods for the Solution of First Order Ordinary Differential Equations
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EA Areo
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