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Applied Mathematics and Computation
Volume 216, Issue 5
Applied Mathematics and Computation
(AMC)
-
Volume 216, Issue 5
论文列表
点击这里查看 Applied Mathematics and Computation 的JCR分区、影响因子等信息
卷期号:
Volume 216, Issue 5
发布时间:
1 May 2010
卷期年份:
2010
卷期官网:
https://www.sciencedirect.com/journal/applied-mathematics-and-computation/vol/216/issue/5
本期论文列表
Notes on two perturbation estimates of the extreme solutions to the equations X±A∗X-1A=Q
原文链接
谷歌学术
必应学术
百度学术
Numerical solutions of linear time-varying descriptor systems via hybrid functions
原文链接
谷歌学术
必应学术
百度学术
On the solution of a class of the reduced wave equation and the Riccati differential equation
原文链接
谷歌学术
必应学术
百度学术
On diagonal-Schur complements of block diagonally dominant matrices
原文链接
谷歌学术
必应学术
百度学术
A recursive scheme for frequency estimation using the modulating functions method
原文链接
谷歌学术
必应学术
百度学术
Exact slow-fast decomposition of the singularly perturbed matrix differential Riccati equation
原文链接
谷歌学术
必应学术
百度学术
Computational solution of a fractional generalization of the Schrödinger equation occurring in quantum mechanics
原文链接
谷歌学术
必应学术
百度学术
Long-time behavior of the difference solutions to the 2D GKS equation
原文链接
谷歌学术
必应学术
百度学术
Optimal Parameters for 2-cyclic AOR
原文链接
谷歌学术
必应学术
百度学术
On a bilinear optimization problem in parallel magnetic resonance imaging
原文链接
谷歌学术
必应学术
百度学术
Image solutions for boundary value problems without sources
原文链接
谷歌学术
必应学术
百度学术
Application of Hankel transforms to boundary value problems of water flow due to a circular source
原文链接
谷歌学术
必应学术
百度学术
On the uniform convergence of a finite difference scheme for time dependent singularly perturbed reaction-diffusion problems
原文链接
谷歌学术
必应学术
百度学术
Analysis of numerical schemes of a mathematical model for sickle cell depolymerization
原文链接
谷歌学术
必应学术
百度学术
Mixed function method for obtaining exact solution of nonlinear differential-difference equations and coupled NDDEs
原文链接
谷歌学术
必应学术
百度学术
Analytical solutions of a coupled nonlinear system arising in a flow between stretching disks
原文链接
谷歌学术
必应学术
百度学术
The probability density function to the random linear transport equation
原文链接
谷歌学术
必应学术
百度学术
Exact multiplicity of solutions to a diffusive logistic equation with harvesting
原文链接
谷歌学术
必应学术
百度学术
Global robust asymptotic stability analysis of BAM neural networks with time delay and impulse: An LMI approach
原文链接
谷歌学术
必应学术
百度学术
Exp-function method for Riccati equation and new exact solutions with two arbitrary functions of (2 + 1)-dimensional Konopelchenko–Dubrovsky equations
原文链接
谷歌学术
必应学术
百度学术
The classification for dynamics of an STD model
原文链接
谷歌学术
必应学术
百度学术
The Euler scheme and its convergence for impulsive delay differential equations
原文链接
谷歌学术
必应学术
百度学术
Nonlinear explicit analysis and study of the behaviour of a new ring-type brake energy dissipator by FEM and experimental comparison
原文链接
谷歌学术
必应学术
百度学术
The correct traveling wave solutions for the high-order dispersive nonlinear Schrödinger equation
原文链接
谷歌学术
必应学术
百度学术
Existence of multiple solutions for a second-order difference equation with a parameter
原文链接
谷歌学术
必应学术
百度学术
Exact three-wave solutions for the KP equation
原文链接
谷歌学术
必应学术
百度学术
Synchronization analysis in an array of asymmetric neural networks with time-varying delays and nonlinear coupling
原文链接
谷歌学术
必应学术
百度学术
Method of elementary transformation to compute Moore–Penrose inverse
原文链接
谷歌学术
必应学术
百度学术
A condition under which slow oscillation of a sequence follows from Cesàro summability of its generator sequence
原文链接
谷歌学术
必应学术
百度学术
An inexact parallel splitting augmented Lagrangian method for large system of linear equations
原文链接
谷歌学术
必应学术
百度学术
On state-dependent delay partial neutral functional integro–differential equations
原文链接
谷歌学术
必应学术
百度学术
Perturbation theorems for estimating magnitudes of roots of polynomials
原文链接
谷歌学术
必应学术
百度学术
Convergence analysis of nonmonotone Levenberg–Marquardt algorithms for complementarity problem
原文链接
谷歌学术
必应学术
百度学术
The integrality of the lot size in the basic EOQ and EPQ models: Applications to other production-inventory models
原文链接
谷歌学术
必应学术
百度学术
1-Soliton solution of the generalized KdV equation with generalized evolution
原文链接
谷歌学术
必应学术
百度学术