[PDF] Top 20 Symmetry Reduction and Explicit Solutions of the (2 + 1) Dimensional DLW Equation
Has 10000 "Symmetry Reduction and Explicit Solutions of the (2 + 1) Dimensional DLW Equation" found on our website. Below are the top 20 most common "Symmetry Reduction and Explicit Solutions of the (2 + 1) Dimensional DLW Equation".
Symmetry Reduction and Explicit Solutions of the (2 + 1) Dimensional DLW Equation
... of symmetry is a very important approach, especially in the integrable nonlinear partial differential equations (NPDEs) for the sake of the existence of symmetries in ...the symmetry structure of the NPDEs, ... See full document
7
GENERALIZED (2+1)−DIMENSIONAL BREAKING SOLITON EQUATION
... soliton solutions, for N ≥ 4 can be obtained in a parallel ...soliton equation (4) is completely integrable and gives rise to multiple soliton solutions of any ... See full document
6
Diversity of Interaction Solutions to the (2 + 1) Dimensional Sawada Kotera Equation
... which was first proposed by Konopelchenko and Dubrovsky [18], where u is a function of the variables x , y and t . It was widely used in many physical branches, such as two-dimensional quantum gravity, conformal ... See full document
12
Symmetry reductions of the \((3+1)\) dimensional modified Zakharov–Kuznetsov equation
... mZK equation is a high dimensional nonlinear evolution equation and, thus, the study of its reduction problem is of theoretical ...metry reduction of partial differential equations ... See full document
14
Explicit solutions and conservation laws of the logarithmic KP equation
... In this paper, we use the Lie group method to deal with (). The outline of the paper is as follows: In Section , the vectors fields are derived. In Section , symmetry reductions and explicit ... See full document
11
Symmetry properties of a generalized Korteweg de Vries equation and some explicit solutions
... = 2 of course corresponds exactly to the classical nonlinear KdV ...= 1, the symmetry generators are very close in structure to the classical KdV ... See full document
15
The Periodic Solitary Wave Solutions for the (2 + 1) Dimensional Fifth Order KdV Equation
... the explicit analytic so- lutions for the soliton equations can help understand the nonlinear dynamics ...soliton solutions, such as the in- verse scattering transformation [1] [2], the ... See full document
6
Time–space fractional \((2+1)\) dimensional nonlinear Schrödinger equation for envelope gravity waves in baroclinic atmosphere and conservation laws as well as exact solutions
... phenomena, symmetry and conservation laws [32–35] provide much information as regards systems simulated by differential ...differential equation, for example, the generalizations of Noether’s theo- rem [36], ... See full document
20
Symmetry properties and explicit solutions of the nonlinear time fractional KdV equation
... with symmetry reductions, similarity solutions of nonlinear differential partial ...Lie symmetry groups is the most important approach for constructing analytical solutions of nonlin- ear ... See full document
13
Lie Symmetries, One Dimensional Optimal System and Optimal Reduction of (2 + 1) Coupled nonlinear Schrödinger Equations
... one- dimensional optimal system of an 8-dimensional subalgebra 8 , presented in [9], of the ∞ is ...2D-CNLS Equation (1) with respect to the optimal system obtained in §3 are ...2D-CNLS ... See full document
15
Painlevé Analysis for (2 + 1) Dimensional Non Linear Schrödinger Equation
... Various methods have verified Painlevé property but the Kruskal’s simplifica- tion and the Weiss-Tabor-Carnevale (WTC) methods are frequently employed for this verification. WTC method is significantly helpful in ... See full document
7
LYAPUNOV-SCHMIDT REDUCTION IN THE STUDY OF PERIODIC TRAVELLING WAVE SOLUTIONS OF NONLINEAR DISPERSIVE LONG WAVE EQUATION
... the solutions for system (3) is very helpful to coastal and civil engineers in applying the nonlinear water model to coastal harbor ...similarity solutions of system (3) by using symmetry algebra and ... See full document
8
EXISTENCE AND NONEXISTENCE OF BIFURCATION OF PERIODIC TRAVELLING WAVE SOLUTIONS OF NONLINEAR DISPERSIVE LONG WAVE EQUATION
... the solutions for system ...similarity solutions of system (1.1) by using symmetry algebra and the classical theoretical ...long-wave equation by using the variable separation ...analytical ... See full document
10
Soliton, breather, lump and their interaction solutions of the (\(2+1\)) dimensional asymmetrical Nizhnik–Novikov–Veselov equation
... act solutions of nonlinear evolution equations is important in scientific and engineering applications because it offers rich knowledge on the mechanism of the complicated phys- ical ...exact solutions, ... See full document
11
Space time fractional Rosenou Haynam equation: Lie symmetry analysis, explicit solutions and conservation laws
... Lie symmetry analysis (LSA) and conservation laws (Cls) (Singla et ...Rosenou-Haynam equation (STFRHE) with Riemann-Liouville (RL) ...differential equation (ODE) of fractional order using its Lie ... See full document
14
Painlev´e Analysis, Lax Pairs and New Analytic Solutions for a High-order Boussinesq-Burgers Equation
... exact solutions for a given partial differential equation in the nonlinear science, such as the symmetry reduction, Homogeneous balance method [1], Hirota’s bilinear method [2,3], ... See full document
5
Symmetry reduction and exact solutions of two higher dimensional nonlinear evolution equations
... meromorphic solutions w of equation (16) have at least one pole. If equation (16) has exactly p distinct meromorphic solutions, and their multiplicity of the pole at z = 0 is q, then ... See full document
19
Notes on the Lie Symmetry Exact Explicit Solutions for Nonlinear Burgers’ Equation
... [19] P. Hydon, Symmetry Methods for Differential EquationsµA Beginners Guide, Cambridge University Press, 2000. [20] G.Emanuel, Solution of Ordinary Differetial Equations by Continuous Groups, Florida: Chapman ... See full document
8
Non Traveling Wave Solutions for the (2+1) Dimensional Breaking Soliton System
... Substituting (8)-(9) into the system (1)-(2), collecting all terms with the same power of G G together. Then setting each coefficient of the polynomials to zero, we can derive a set of over-determined ... See full document
6
Analytical Treatment of the Evolutionary (1 + 1) Dimensional Combined KdV mKdV Equation via the Novel (G'/G) Expansion Method
... , ( j = 0,1, 2, , M ) . Equating the coefficients of like power of these poly- nomials to zero, we obtain an over-determine set of algebraic equations (for simplicity we leave out to display the equations) ... See full document
9
Related subjects