[PDF] Top 20 ON OPTIMIZATION METHOD IN THE NEUMANN PROBLEM FOR WAVE EQUATION

... obtained problem, iterational solution methods are ...the Neumann prob- lem for the wave equation also in two-dimensional ...inverse problem is formulated and this problem is ... See full document

... Liouville equation with Neumann boundary ...variational method and critical point theory, we give some new criteria to guarantee that the impulsive problem has at least one solution, two ... See full document

... integral equation method to solve EM and acoustic wave scattering problems, one should note the approach proposed in the Chapter “Integral Equation Method for Three-Dimensional Bodies” ... See full document

... numerical method proposed to solve the heat conduction problem with Dirichlet and Neumann boundary ...The method was based upon reducing the system into a set of algebraic ...proposed ... See full document

... [3] Gao K. and Huang L. 2017. An improved rotated staggered-grid finite-difference method with fourth- order temporal accuracy for elastic-wave modeling in anisotropic media. J. Comput. Phys. 350: 361-386. ... See full document

... tiplier method, he obtained the property of observability under very general and easily verifiable geometrical ...this method and non harmonic analysis results developped by ...the wave ... See full document

... long wave equation takes on profound significance of theory and ...the method of nonlinearization, the relation between long wave equation and second-order eigenvalue problem is ... See full document

... integral equation method is one of the common methods for solving Neumann ...This method depends on reducing the boundary value problem in question to an integral equation on the ... See full document

... The discretization of the fully three-dimensional Helmholtz equation contains a large number of unknowns and requires considerable memory space. The time and space complexity increase exponentially as the grid ... See full document

... new method for solving the exterior Neumann problem. The method is based on recent investigations on Ummu Tasnim’s approach [3] for the interior Neumann problem and on the ... See full document

... numerical method based on genetic algorithm combined with a fictitious domain method for a shape optimization problem governed by an elliptic equation with Dirichlet boundary ... See full document

... homogeneous problem (f ≡ ) was studied with various methods in many ...element method, the homogeneous problems were considered in [, , ] ...Cauchy problem for a linear homogeneous elliptic ... See full document

... Recently a great deal of interest has been focused on the application of homotopy perturbation method, because this method is to continuously deform a simple prob- lem, easy to solve, in to the difficult ... See full document

... the Neumann problem on the finite interval (0,1), for which the existence of a solution in L 2 (0,1) was proven in [16] by means of the Galerkin method, the Neumann problem on the ... See full document

... in Equation (1), then the resulted equation is the Schrödinger ...Schrödinger equation, the well-posedness problem is investigated for various nonlinear terms f ...the problem (1) can ... See full document

... accurate method is presented for Neumann-Dirichlet and Di- richlet-Neumann boundary problems for the Poisson equation, and the diffusion and wave equa- tion in quasi-stationary regime; ... See full document

... the problem of conformal mapping, Dirichlet problem, and Neumann problem can all be treated as Riemann Hilbert problems ...generalized Neumann kernel. The boundary integral ... See full document

... integral equation method is a classical method for solving the Neumann ...the Neumann problem are derived by representing the solutions of Neumann problems as the ... See full document

... volume method (FVM) is a method for representing and evaluating partial differential equations in the form of algebraic equations (see ...difference method or finite element method, values are ... See full document

... for problem (), () in a more simple ...of problem (), () the Green function of the Dirichlet problem for equation () is essentially ...similar method was used in the solution of ... See full document