Results 1 to 10 of about 12,954,008 (270)
Differential transform method: A comprehensive review and analysis [PDF]
The complexity of solving differential equations in real-world applications motivates researchers to extend numerical methods. Among different numerical and semi-analytical methods for solving initial and boundary value problems, the differential ...
S.H. Hashemi Mehne
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Initial Value Problems of Semilinear Supdiffusion Equations
We consider the existence of a mild solution of supdiffusion equations and obtain some results under some growth and noncompactness conditions of nonlinearity without coefficient restriction; and some new results for Ulam-Hyers-Rassias stability are ...
Yabing Gao, Yongxiang Li
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Rational Approximation Method for Stiff Initial Value Problems
While purely numerical methods for solving ordinary differential equations (ODE), e.g., Runge–Kutta methods, are easy to implement, solvers that utilize analytical derivations of the right-hand side of the ODE, such as the Taylor series method ...
Artur Karimov +3 more
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On a SHOCKLEY-READ-HALL model for semiconductors [PDF]
The Shockley-Read-Hall model was introduced in 1952 to describe the statistics of recombination of holes and electrons in semiconductors occurring through the mechanism of trapping and we consider initial-boundary value problems with initial ...
Knežević-Miljanović Julka
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On the Non-Local Boundary Value Problem from the Probabilistic Viewpoint
We provide a short introduction of new and well-known facts relating non-local operators and irregular domains. Cauchy problems and boundary value problems are considered in case non-local operators are involved.
Mirko D’Ovidio
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Symmetries for initial value problems
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Joanna Goard, Samar Al-Nassar
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Matching Spectral and Initial-Boundary Value Problems
Based on the approach to abstract matching boundary-value problems introduced in [18], we consider matching spectral problems for one and two domains. We study in detail the arising operator pencil with self-adjoint operator coefficients.
K A Radomirskaya
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New Algorithms for Dealing with Fractional Initial Value Problems
This work purposes to establish two small numerical modifications for the Fractional Euler method (FEM) and the Modified Fractional Euler Method (MFEM) to deal with fractional initial value problems.
Iqbal M. Batiha +4 more
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A new type of shooting method for nonlinear boundary value problems
In this article we introduce a new type of iterative method for initial value problems (IVPs). We enhance this method by using shooting techniques and interpolation for the boundary value problems. Our method is more accurate and applicable than built in
Muhammad Ahsan, Sarah Farrukh
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A new procedure of initial boundary value problems using homotopy perturbation method
In this paper, , a new procedure is applied to treatment of initial boundary value problems by mixed initial and boundary conditions together  to obtain a new initial solution at every iteration using homotopy perturbation method.
Abeer Majeed Jassim +2 more
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