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Approximate Solutions of Primary Resonance for Forced Duffing Equation by Means of the Homotopy Analysis Method
homotopy analysis method(HAM) series solution
2011/8/4
Nonlinear dynamic equation is a common engineering model. There is not precise analytical solution for most of nonlinear differential equations. These nonlinear differential equations should be solved...
Approximate Solutions of Primary Resonance for Forced Duffing Equation by Means of the Homotopy Analysis Method
homotopy analysis method(HAM) series solution forced Duffing equation
2011/8/4
Nonlinear dynamic equation is a common engineering model. There is not precise analytical solution for most of nonlinear differential equations. These nonlinear differential equations should be solved...
Filters and Ultrafilters as Approximate Solutions in the Attainability Problems with Constraints of Asymptotic Character
Control problems Ultrafilters Topology
2013/1/29
Abstract problems about attainability in topological spaces are considered. Some nonsequential version of the Warga approximate solutions is investigated: we use filters and ultrafilters of measurable...
The physical problem and the approximate solutions of the sheath in collisional plasma
sheath thickness collisional parameter impact energy
2010/9/10
In this paper we have studied the behaviour of sheath structure in plasma with collisions using an analytical approach. The effects of ion and dust collisionality on the plasma sheath are revealed by ...
The purpose of this paper is to investigate theiterative algorithm for finding approximate solutions of a classof mixed variational-like inequalities in a real Hilbert space,where the iterative algori...
AN EFFECTIVE CONTINUOUS ALGORITHM FOR APPROXIMATE SOLUTIONS OF LARGESCALE MAX-CUT PROBLEMS
Max-cut problems Algorithm Feasible direction method Laplacian matrix Eigenvectors
2007/12/11
An effective continuous algorithm is proposed to find approximate
solutions of NP-hard max-cut problems. The algorithm relaxes the
max-cut problem into a continuous nonlinear programming problem by
...
Approximate Solutions of Perturbed Nonlinear Schrödinger Equations
direct perturbation method perturbed nonlinear
Schrö dinger equation approximate solution
2007/8/15
2007Vol.48No.2pp.227-231DOI:
Approximate Solutions of Perturbed Nonlinear Schrödinger Equations
CHENG Xue-Ping,1,2 YE Li-Jun,1 and LIN Ji1,2
1 Institute of Nonlinea...