[PDF] Top 20 Differential inequalities method toth order boundary value problems
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Differential inequalities method toth order boundary value problems
... From Nagumo [10], there have been many accomplishments on the study of the exis- tence of solutions for boundary value problems (BVPs) using the theory of differential inequality (cf. [1–9, 11–17]). ... See full document
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Solutions of Different Types of the Linear and Nonlinear Higher-Order Boundary Value Problems by Differential Transformation Method
... The computations associated with the examples discussed above were performed by using Maple 4. The existence and uniqueness of the solution is guaranteed by Agarwal’s [ 1 ] . We first gave the definition of HOBVPs, ... See full document
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Periodic Boundary Value Problems for Second Order Functional Differential Equations
... solution method plays an important role in studying boundary value problems for nonlinear differential equations; see 1 and the references ...to boundary value problems of ... See full document
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Solving Two-Points Singular Boundary Value Problem Using Hermite Interpolation Heba A. Abd Al-Razak
... interpolation method to solve second order regular boundary value problems for singular ordinary differential ...suggest method applied after divided the domain into many ... See full document
7
A spline method for solving fourth order singularly perturbed boundary value problem
... perturbed boundary value problems for higher order nonlinear ordinary differential equations, which have important applications in Fluid Dynamics, can be found in [1,2,6- ...fourth ... See full document
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Numerical Solution of Fourth Order Integro differential Boundary Value Problems by Optimal Homotopy Asymptotic Method
... Asymptotic Method (OHAM) introduced by Marica is applied to solve linear and nonlinear boundary value problems both for fourth-order integro-differential ...Asymptotic ... See full document
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DIRECT ONE-STEP METHOD FOR SOLVING THIRD-ORDER BOUNDARY VALUE PROBLEMS
... Numerous problems in mathematics can be formulated in the form of differential equations, an initial value problem (IVP) is an ordinary differential equation (ODE) whose boundary ... See full document
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An approach to the numerical verification of solutions for variational inequalities using Schauder fixed point theory
... numerical method to verify the existence of solutions for a unilateral boundary value problems for second order equation governed by the variational ...Nakao’s method by using ... See full document
12
Monotone Method for Nonlinear First-order Hyperbolic Initial-boundary Value Problems of Moving Boundary
... monotone method to nonlinear differential equations ...a method involves the construction of monotone sequences of upper and lower solutions that converge uniformly to the solution of the problem ... See full document
10
Exact Solution for a Class of Stiff Systems by Differential Transform Method
... solve boundary value problems for inte- gro-differential ...solve differential-difference ...multi order frac- tional differential equations and linear PDEs of fractional ... See full document
5
Antiperiodic Boundary Value Problems for Second-Order Impulsive Ordinary Differential Equations
... with boundary conditions 5–19, which are important for complementing the theory of impulsive ...antiperiodic boundary value problems of first-order and second-order differential ... See full document
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Periodic boundary value problems for second order functional differential equations with impulse
... periodic boundary value problems for first and second order functional dif- ferential equations with impulse, the approaches used in [, –, –, –] are the monotone iterative technique ... See full document
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Tensor Method to the Weak Solution of the Second Order System of Ordinary Differential Equations with Boundary Value Problems (II)
... tensor method for variational approach is established based on Lax-Milgram ...homogeneous boundary value ...proposed method is effective to the system of ODE with boundary value ... See full document
5
Tensor Method to the Weak Solution of the Second Order System of Ordinary Differential Equations with Boundary Value Problems (I)
... with boundary value problem ...Galerkin method for seeking the approximate solutions of the system of ODE with boundary value ... See full document
5
The Boundary Value Problems of Higher Order Mixed Type of Delay Differential Equations
... [3] A. Alibeigloo, H. Jafarian, ”Three-Dimensional Static and Free Vibra- tion Analysis of Carbon Nano Tube Reinforced Composite Cylindrical Shell Using Differential Quadrature Method,” International ... See full document
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Positive solutions of periodic boundary value problems for the second-order differential equation with a parameter
... Remark . From the proof of Theorems . and ., we can obtain the main results under the condition that the function f (t, u) not only has singularity on t but also has singularity on u, and we use the approximation ... See full document
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Existence of solutions for integral boundary value problems of second-order ordinary differential equations
... the boundary value problem ...The method we use is based on some recent fixed point theorems derived by Sun and Liu [, ], which are different from [] and the results we obtain are different from ... See full document
7
Application of Differential Transformation Method to Boundary Value Problems of Order Seven and Eight
... Mathematics boundary value ...decomposition method (VIDM), for solving the eighth-order boundary value ...eighth order boundary value problem using octic ... See full document
10
The LS SVM algorithms for boundary value problems of high order ordinary differential equations
... multipliers method [50], the optimization problem with constraints is transformed into the Lagrangian function which is composed of the LS- SVM cost function and constraints that the approximate solution y = ω T ... See full document
22
On the Solution of Fractional Order Nonlinear Boundary Value Problems By Using Differential Transformation Method
... the differential transform methods can easily be extended to the multiple dimensional cases, For example if we take a function with two variables, for instance y ( x , t) having a transform Y (k, j) then ... See full document
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