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期刊=Applied Mathematics

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Study of Stability Analysis for a Class of Fourth Order Boundary Value Problems被引量：1: 《Applied Mathematics》2014年第13期1887-1893,共7页C. Bala Rama Krishna P. S. Rama Chandra Rao; Fourth order differential equations are considered to develop the class of methods for the numerical solution of boundary value problems. In this paper, we have discussed the regions of absolute stability of fourth or...; 关键词：Numerical Differentiation Initial VALUE PROBLEM Boundary VALUE PROBLEM ABSOLUTE Stability MULTISTEP Methods

An Adaptive Least-Squares Mixed Finite Element Method for Fourth Order Parabolic Problems: 《Applied Mathematics》2013年第4期675-679,共5页Ning Chen Haiming Gu; A least-squares mixed finite element (LSMFE) method for the numerical solution of fourth order parabolic problems analyzed and developed in this paper. The Ciarlet-Raviart mixed finite element space is used to approxi...; 关键词：ADAPTIVE METHOD LEAST-SQUARES Mixed Finite Element METHOD FOURTH Order Parabolic Problems LEAST-SQUARES Functional A POSTERIORI Error

An Algorithm to Optimize the Calculation of the Fourth Order Runge-Kutta Method Applied to the Numerical Integration of Kinetics Coupled Differential Equations: 《Applied Mathematics》2012年第11期1583-1592,共10页Sadao Isotani Walter Maigon Pontuschka Seiji Isotani; The kinetic electron trapping process in a shallow defect state and its subsequent thermal- or photo-stimulated promotion to a conduction band, followed by recombination in another defect, was described by Adirovitch ...; 关键词：Coupled Differential Equations RUNGE-KUTTA Kinetics Equations

The Basic (<i>G'/G</i>)-Expansion Method for the Fourth Order Boussinesq Equation: 《Applied Mathematics》2012年第10期1144-1152,共9页Hasibun Naher Farah Aini Abdullah; The (G'/G)-expansion method is simple and powerful mathematical tool for constructing traveling wave solutions of nonlinear evolution equations which arise in engineering sciences, mathematical physics and real time a...; 关键词：The (G'/G)-Expansion Method the Fourth Order BOUSSINESQ Equation TRAVELING Wave Solutions Nonlinear Partial Differntial Equations

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