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在“Elsevier”中，命中：1,753条，耗时：0.0450067 秒

1.On shifted Jacobi spectral method for high-order multi-point boundary value problems

作者：E.H. Doha^a ; ^{eiddoha@frcu.eun.eg} ; A.H. Bhrawy^b ; ^c ; ^{alibhrawy@yahoo.co.uk} ; R.M. Hafez^d ; ^{r_mhafez@yahoo.com}

关键词：Multi-point boundary value problem ; High-order differential equation ; Nonlinear boundary value problems ; Tau method ; Collocation method ; Shifted Jacobi polynomials ; Gauss quadrature

刊名：Communications in Nonlinear Science and Numerical Simulation

出版年：2012

2.Advances in the Adomian decomposition method for solving two-point nonlinear boundary value problems with Neumann boundary conditions

作者：Emad H. Aly^a ; ¹ ; ^{emad-aly@hotmail.com} ; Abdelhalim Ebaid^b ; ^{halimgamil@yahoo.com} ; Randolph Rach^c

关键词：Adomian decomposition method ; Two-point boundary value problems ; Neumann boundary conditions

刊名：Computers and Mathematics with Applications

出版年：2012

3.A numerical solution to nonlinear second order three-point boundary value problems in the reproducing kernel space

作者：Yingzhen Lin^a ; Jing Niu^a ; ^b ; ^{niujing1982@gmail.com} ; Minggen Cui^a

关键词：Nonlinear problems ; Three-point boundary value conditions ; Numerical algorithm ; Reproducing kernel function

刊名：Applied Mathematics and Computation

出版年：2012

4.A quartic -spline for second-order singular boundary value problems

作者：Joan Goh ; ^{joangoh.usm@gmail.com} ; Ahmad Abd. Majid ; Ahmad Izani Md. Ismail

关键词：Second-order singular boundary value problems ; Quartic B-splines ; Optimization

刊名：Computers and Mathematics with Applications

出版年：2012

5.Initial-boundary value problems for integrable evolution equations with 3脳3 Lax pairs

作者：Jonatan Lenells ; ^{Jonatan_Lenells@baylor.edu}

关键词：Integrable system ; Riemann&ndash ; Hilbert problem ; Inverse scattering ; Initial-boundary value problem

刊名：Physica D

出版年：2012

6.The existence of solutions to second-order singular boundary value problems

作者：Nicholas Fewster-Young ^{nicholas@unsw.edu.au} ; Christopher C. Tisdell ; ^{cct@maths.unsw.edu.au} ; ^{cct@unsw.edu.au}

关键词：a priori bounds ; Singular boundary value problem ; Existence of solutions ; Thomas&ndash ; Fermi equation ; Differential inequalities ; Topological methods

刊名：Nonlinear Analysis

出版年：2012

7.Two-point Taylor approximations of the solutions of two-dimensional boundary value problems

作者：J.L. Ló ; pez^a ; ^{jl.lopez@unavarra.es} ; Ester Pé ; rez Sinusí ; a^b ; ^{ester.perez@unizar.es}

关键词：Two-dimensional elliptic boundary value problem ; Frobenius method ; Two-point Taylor expansion for two variable functions

刊名：Applied Mathematics and Computation

出版年：2012

8.Persistency of wellposedness of Ventcel鈥檚 boundary value problem under shape deformations

作者：M. Dambrine^a ; ^{marc.dambrine@univ-pau.fr} ; D. Kateb^b ; ^{djalil.kateb@utc.fr}

关键词：Ventcel&rsquo ; s boundary value problem ; Shape perturbation

刊名：Journal of Mathematical Analysis and Applications

出版年：2012

9.Initial value problem formulation of time domain boundary element method for electromagnetic microwave simulations

作者：H. Kawaguchi^a ; ^{kawa@mmm.muroran-it.ac.jp} ; T. Weiland^b ; ¹ ; ^{Thomas.Weiland@TEMF.TU-Darmstadt.de}

关键词：Time domain analysis ; Electromagnetic microwave ; Boundary element method ; Electric field integral equation ; Magnetic field integral equation ; Initial value problem ; Four dimensional domain decomposition method

刊名：Engineering Analysis with Boundary Elements

出版年：2012

10.Boundary element formulation of axisymmetric problems for an elastic halfspace

作者：M.F.F. Oliveira^a ; ^{mariafer@tecgraf.puc-rio.br} ; ^{mffoliveira@gmail.com} ; N.A. Dumont^b ; ^{dumont@puc-rio.br} ; A.P.S. Selvadurai^c ; ^{patrick.selvadurai@mcgill.ca}

关键词：Elastic halfspace ; Boundary element method ; Axisymmetric problems ; Traction boundary value problems

刊名：Engineering Analysis with Boundary Elements

出版年：2012

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