Results 11 to 20 of about 4,021,890 (300)
Cylindrical wave diffraction by a rational wedge [PDF]
, 1986 In this paper new expressions for the field produced by the diffraction of a cylindrical wave source by a wedge, whose angle can be expressed as a rational multiple of are given.
Rawlins, A D
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Results in Physics, 2022 In this work, a new extended integrable (2+1)-dimensional Kadomtsev–Petviashvili equation is proposed and investigated, which models slowly varying perturbation wave in dispersion fluids.
Lingfei Li +3 more
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On Solutions of an Extended Nonlocal Nonlinear Schrödinger Equation in Plasmas
Mathematics, 2020 The parity-time symmetric nonlocal nonlinear Schrödinger equation with self-consistent sources (PTNNLSESCS) is used to describe the interaction between an high-frequency electrostatic wave and an ion-acoustic wave in plasmas.
Yehui Huang +4 more
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Rational solutions of Painlevé systems. [PDF]
, 2019 arXiv admin note: substantial text overlap with arXiv:1811.09274, arXiv:1912 ...
Gomez-Ullate, David +2 more
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Analytical Solution to a Third-Order Rational Difference Equation
The Scientific World Journal, 2023 Inspired by some open conjectures in a rational dynamical system by G. Ladas and Palladino, in this paper, we consider the problem of solving a third-order difference equation. We comment the conjecture by Ladas.
Alvaro H. Salas S. +2 more
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Rational solutions of Riccati differential equation with coefficients rational [PDF]
Applied Mathematics and Computation, 2011 This paper presents a simple and efficient method for determining the rational solution of Riccati differential equation with coefficients rational. In case the differential Galois group of the differential equation , is reducible, we look for the rational solutions of Riccati differential equation , by reducing the number of checks to be made and by
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Generalized exponential rational function method to the fractional shallow water wave phenomena
Partial Differential Equations in Applied Mathematics, 2023 In this study we introduce the fractional shallow water wave phenomena, namely, the new extended (2 + 1)-dimensional fractional Boussinesq equation and in the following we apply the generalized exponential rational function for extracting the soliton ...
Ahmad Sharif, Mostafa Eslami
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Spherical wave diffraction by a rational wedge [PDF]
, 1986 In this paper we derive a new expression for the point source Green's function for the reduced wave equation, valid in an angular sector, whoseangle is equal to a rational multiple of . This Green's function is used to find new expressions for the field
Rawlins, A D
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Scientific Reports, 2023 In this paper, the exact solutions of generalized nonlinear Schrödinger (GNLS) equation are obtained by using Darboux transformation(DT). We derive some expressions of the 1-solitons, 2-solitons and n-soliton solutions of the GNLS equation via ...
Chengcheng Fan, Li Li, Fajun Yu
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Rational approximation of discrete data with asymptomatic behaviour [PDF]
This thesis is concerned with the least-squares approximation of discrete data that appear to exhibit asymptotic behaviour. In particular, we consider using rational functions as they are able to display a number of types of asymptotic behaviour.
Cooper, Philip
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