Systems of partial differential equations
Exact solutions for linear systems of local fractional partial differential equations
... of partial differential equations have attracted much attention in a variety of applied ...these systems are of wide ap- plicability. These systems were formally derived to describe ...
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Optimal filtering for systems governed by coupled ordinary and partial differential equations
... -7- In Chapter IV an optimal filter is derived for a completely general class of stochastic systems governed by coupled nonlinear ordinary and partial differential equations of either fi[r] ...
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An optimally efficient technique for the solution of systems of nonlinear parabolic partial differential equations
... This paper describes a new software tool that has been developed for the efficient solution of systems of linear and nonlinear partial differential equations (PDEs) of parabolic type. ...
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A New Numerical Technique for Solving Systems Of Nonlinear Fractional Partial Differential Equations
... solve systems of nonlinear fractional partial differential ...for systems of nonlinear fractional partial differential equations is calculated in the explicit form of a ...
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Using Homo Separation of Variables for Solving Systems of Nonlinear Fractional Partial Differential Equations
... solve systems of linear and nonlinear fractional partial differential equations ...different systems of linear and nonlinear FPDEs are ...
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New approximate solutions to fractional nonlinear systems of partial differential equations using the FNDM
... to systems of nonlinear PDEs using the fractional natural decomposition method ...time-fractional systems of partial differential ...these systems of equations and is calculated in the ...
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Feynman Kac formula for switching diffusions: connections of systems of partial differential equations and stochastic differential equations
... the systems encountered in the new era cannot be represented by the traditional ordinary differential equation and/or stochastic differential equation models ...such systems have two com- ponents, namely, ...
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Aspects of overdetermined systems of partial differential equations in projective and conformal geometry
... Applying the theory of prolongation developed in [3] and [14] to equation (1.4) gives a closed system. Prolongation involves introducing new unknowns into the system and trying to solve the derivatives of the new ...
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Preconditioning and iterative solution of all-at-once systems for evolutionary partial differential equations
... Although we have been able to describe the eigenvalues of the preconditioned system and have shown that the number of non-unit eigenvalues is independent of the number of time-steps, thi[r] ...
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The Existence of Noise Terms for Systems of Partial Differential and Integral Equations with (HPM) Method
... nonlinear, partial differential equations and integral equations with dependence on small ...solutions. Systems of partial differential equations and integral ...
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Oscillation of the systems of impulsive hyperbolic partial differential equations
... impulsive partial differential equation, the oscillation theory of impulsive partial differential equation has various applications therefore it has aroused great study interests in recent ...
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Numerical methods for changing type systems
... In this paper we develop a numerical method for partial differential equations with changing type. Our method is based on a unified solution theory found by Rainer Picard for several linear ...
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Functional analysis and aspects of non linear control theory
... infinite dimensional Banach and Hilbert manifolds it has yet to be extensively applied to dynamical systems resulting from partial differential equations.. The perturbation techniques pe[r] ...
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Analysis of Fractional Systems using Haar Wavelet
... of differential and integral equations require development of accurate and fast algorithms based on ...solve partial differential equations (PDE) modeling fractional systems is ...
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Function theory for a beltrami algebra
... analytic functions by means of systems of first order partial differential equations goes back at least to a paper of Picard in 1891 [I]... The solutions of that system.[r] ...
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Nonlinear Kinetics on a Lattice Featuring Anomalous Diffusion
... Master equations define the dynamics that govern the time evolution of various physical processes on ...master equations lead to Fokker-Planck partial differential equations that ...
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Experimental Validation of Numerical Simulation of Vibrating Systems having Three Degrees of Freedom using Power Input Method
... mathematical equations and formulations into real conclusions ...engineering systems are continuous and have an infinite number of degrees of ...continuous systems requires the solution of ...
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Application of the theory of systems with distributed parameters for mineral complex facilities management
... nonlinear partial differential equations, approximation methods are most often ...distributed systems approximation using a specially selected concentrated system has not been ...the ...
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Optimal control of nonsmooth system governed by quasi linear elliptic equations
... In this paper, we discuss a class of optimal control problems of nonsmooth systems governed by quasi-linear elliptic partial differential equations, give the existence of the problem.. T[r] ...
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A Characterization of Semilinear Surjective Operators and Applications to Control Problems
... control systems gov- erned by partial differential equations, integrodifferential equations and difference equations that can study using these ...
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