[PDF] Top 20 Dhage Iteration Method for Nonlinear First Order Hybrid Differential Equations with a Linear Perturbation of Second Type
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Dhage Iteration Method for Nonlinear First Order Hybrid Differential Equations with a Linear Perturbation of Second Type
... Clearly, C(J, R ) is a Banach space with respect to above supremum norm and also partially ordered w.r.t. the above partially order relation ≤. It is known that the partially ordered Banach space C(J, R ) is ... See full document
13
Approximating solutions of nonlinear second order ordinary differential equations via Dhage iteration principle
... of nonlinear differential equations via successive approximations has been a topic of great interest since long ...who first devised a constructive method for the initial value problems ... See full document
11
A Study of General First-order Partial Differential Equations Using Homotopy Perturbation Method
... classes differential equa- tions using ...a linear and nonlinear second-order two-point boundary value problems while Gülkaç (2010) was solved the Black-Scholes equation for a simple ... See full document
16
Dhage iteration method for approximating positive solutions of quadratic functional differential equations
... of nonlinear first order quadratic hybrid functional differential equations with delay under certain mixed conditions of algebra, geometry and ...the Dhage ... See full document
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Theory of fractional hybrid differential equations with linear perturbations of second type
... fractional hybrid differential equations involving Riemann-Liouville differential operators of order < q < ...fractional hybrid differential equations of mixed perturbations of ... See full document
16
Dhage Iteration Method for Approximating Positive Solutions of PBVPs of Nonlinear Quadratic Differential Equations with Maxima
... the linear differential equation with maxima that occurs in the automatic control of some technical system, several mathematicians started working in the field of differential equations with ... See full document
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New Approach of Homotopy Perturbation Method for Solving the Equations in Enzyme Biochemical Systems
... Non-linear differential equations can model many phenomena in different fields of science and engineering in order to present their behaviors and effects by mathematical ...the ... See full document
6
The Dhage Iteration Principle for Coupled PBVPs of Nonlinear Second Order Differential Equations
... of nonlinear differential and integral ...recently, Dhage and Dhage [7] proved the existence as well as approximations of the coupled solutions for the coupled initial value problems (in short ... See full document
10
Dhage iteration method for PBVPs of nonlinear first order hybrid integro-differential equations
... the Dhage iteration method is a powerful tool for proving existence results for certain PBVPs of nonlinear hybrid integro-differential ...Picard’s method, it does not give ... See full document
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Dhage iteration method in the theory of IVPs of nonlinear first order functional differential equations
... delay differential equation (1.3) is called hybrid because the nonlinearity f satisfies the mixed conditions from different branches of mathematics such as algebra analysis and topol- ...See Dhage ... See full document
10
The Linear, Nonlinear and Partial Differential Equations are not Fractional Order Differential Equations
... this equations, on the other hand, when n>2 there is no solution for this ...as order of differential equations, and the orders of differential equations are all ...any ... See full document
6
Variational Homotopy Perturbation Method for Solving Riccati Type Differential Problems
... homotopy perturbation method is proposed to solve nonlinear Riccati differential ...Variational Iteration Method and the Homotopy Perturbation Method, this ... See full document
8
A Comparative Study of Variational Iteration Method and He Laplace Method
... variational iteration method and He-Laplace method are used to solve the nonlinear ordinary and partial differential ...homotopy perturbation method is called He-Laplace ... See full document
9
A New Monotone Iteration Principle in the Theory of Nonlinear Fractional Differential Equations
... solution method in the existence theory for the FDEs ...similar nonlinear problems is well-known in the literature in which one needs both the upper and lower solutions to exist in order to prove the ... See full document
14
Power series method and approximate linear differential equations of second order
... 2. Czerwik, S: Functional Equations and Inequalities in Several Variables. World Scientific, River Edge (2002) 3. Hyers, DH: On the stability of the linear functional equation. Proc. Natl. Acad. Sci. USA 27, ... See full document
9
Second Derivative Free Eighteenth Order Convergent Method for Solving Non-Linear Equations
... the Second derivative free Eighteenth Order Extrapolated Newton’s method and discuss the convergence criteria of this method in section ...this method in the concluding ... See full document
7
Existence of nonoscillatory solutions for second-order nonlinear differential equations of neutral type
... Abstract. In this work, we consider the existence of nonoscillatory solutions of second order nonlinear neutral differential equations. Our results include as special cases some ... See full document
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A. One Dimensional Differential Transform Method
... sine-Gordon equations by the reduced differential transform method [18-20] which is presented to overcome the demerit of complex calculation of differential transform method (DTM) ... See full document
5
Solution of Volterra’s Integro-Differential Equations by Using Variational Iteration Method
... variational iteration method, which is a modified general Lagrange multiplier method [34] has been shown to solve effectively, easily and accurately, a large class of nonlinear problems with ... See full document
9
Classifications of solutions of second order nonlinear neutral differential equations of mixed type
... of second order nonlinear neutral delay differential equations with positive and negative ...Differential Equations with ...Differential Equations with Deviating ... See full document
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