ordinary linear differential equation
Development of a discrete simulation model for Tsunami tidal wave
... solutions. linear stability and preservation of the properties of the fixed ...non-linear ordinary differential equation proposed in the book of [17] will be used for the numerical ...
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Ordinary dichotomy and perturbations of the coefficient matrix of the linear impulsive differential equation
... Let the impulse matrices Bi, 1,2,..., of equation 2.1 be nonsingular and let the subspace Y induce an ordinary dichotomy of the solutions of equation 2.1 on the interval [to, + c with a [r] ...
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COMPOSITE RUNGE KUTTA METHOD FOR OIL PRODUCTION MODEL BY USING INTUITIONISTIC FUZZY DIFFERENTIAL EQUATION
... discussed differential and partial differential equations under intuitionistic fuzzy ...fuzzy linear differential ...fuzzy ordinary differential equation and in- troduced ...
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Future Population Projection of Bangladesh by Growth Rate Modeling Using Logistic Population Model
... an ordinary differential equation model known as logistic population model which is parameterized by growth rate along with capacity human population of ...
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Hyers-Ulam-Rassias stability of nth order linear ordinary differential equations with initial conditions
... order Linear Differential Equations of the form y 00 + p ( x ) y 0 + q ( x ) y + r ( x ) = 0 under some special ...order linear differential equations with boundary conditions of the form y 00 ...
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Uniform stability of linear multistep methods in Galerkin procedures for parabolic problems
... Numerical solution of ordinary differential equation, A-pror error estimates of linear mtistep methods, Linear mbistep methods with region of absolute stability, Uniform boundedness of p[r] ...
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A. System of linear ordinary differential equations of first
... Applying a proper numerical approximation, Finite Transfer Equations are obtained. The fourth order Runge-Kutta scheme offers accurate results. It has been demonstrate how this numerical approach, tends in the limit to ...
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The Integral Equation, Corresponding to the Ordinary Differential Equation
... of linear ODE is represented as the sum of two opera- tors, one of which has explicit system of fundamental ...integral equation is constructed by these solutions and solutions of the integral ...
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Nonlinear differential equations and algebraic systems
... We present a unified treatment for the general scalar, first-order, ordinary differential equation... Particular examples are linear equations, Riccati equations and Abel equations..[r] ...
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Epileptic seizure as a system of ordinary differential equation
... Differential equations have a great relationship to investigate a wide variety of problems in physics, medicine, engineering and other sciences. The field of differential equations is divided into ...
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Generalized Hyers-Ulam stability of second order linear ordinary differential equation with initial condition
... partial differential equation and integral ...neous differential equations, in partial differential equation as well as integral ...
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International Journal of Partial Differential Equations and Applications
... basic linear-differential equations and had succesfully solved the Abel's Generalized equation and derived the Volterra Integral Equation of the second kind by means of Initial Value ...and ...
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Convergence of Markov processes near saddle fixed points
... We consider sequences (X t N ) t ≥ 0 of Markov processes in two dimen- sions whose fluid limit is a stable solution of an ordinary differential equa- tion of the form x ˙ t = b(x t ), where b(x) = − 0 µ λ 0 ...
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NUMERICAL SOLUTION OF THE INTERRELATED DIFFERENTIAL EQUATION OF MOTION IN PHONON ENGINEERING
... equation (13) as an eigenvalue problem (EVP). Solving the EVP, the resulted eigenvectors represent the displacement vectorsand the eigenvalues represent square of corresponding angular frequencies. Varying q from ...
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Differential Equation
... a differential equation, learn to look at an equation and classify it into a certain ...solving differential equations common to these various classification ...an equation of one type ...
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Variational iteration method for solving nth-order fuzzy integro-differential equations
... In this paper, the variational iteration method for solving nth-order fuzzy integro-differential equations (nth-FIDE) is proposed. In fact the problem is changed to the system of ordinary fuzzy integro- ...
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Reduction of Fractional Differential Equation (FDE) to Ordinary Differential Equation (ODE) Hanan Abd Aljabbar
... fractional differential equation system can be converted into a problem in ordinary differential equation in two ...fractional differential equation enters in to the ...
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On the Solutions of a Linear Fractional Differential Equation
... Abstract: In this paper, a Modified Adomian Decomposition method (MADM) was introduced and applied to a reduced Fractional differential equation. The fractional derivative is considered in the Caputo sense ...
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On the existence of a periodic solution of a nonlinear ordinary differential equation
... ON THE EXISTENCE OF A PERIODIC SOLUTION OF A NONUNEAR ORDINARY DIFFERENTIAL EQUATION HSlN CHU University of Marylnd College Park, MD 20742.. SUNHONG DING Institute of Mathematical Scienc[r] ...
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Solutions of an ordinary differential equation as a class of Fourier kernels
... For example, if we consider the equation Du + u 0, and look for the solutions of this equation which are bounded at infinity and which satisfy the conditions A at zero, we arrive at the [r] ...
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