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Applied Mathematics and Computation
Volume 403
Applied Mathematics and Computation
(AMC)
-
Volume 403
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 403
发布时间:
15 August 2021
卷期年份:
2021
卷期官网:
https://www.sciencedirect.com/journal/applied-mathematics-and-computation/vol/403/suppl/C
本期论文列表
Editorial Board
原文链接
谷歌学术
必应学术
百度学术
Finite-time adaptive neural control of nonlinear systems with unknown output hysteresis
原文链接
谷歌学术
必应学术
百度学术
Analysis of epidemic vaccination strategies on heterogeneous networks: Based on SEIRV model and evolutionary game
原文链接
谷歌学术
必应学术
百度学术
Approximation methods for system of linear Fredholm integral equations of second kind
原文链接
谷歌学术
必应学术
百度学术
Compact sparse symbolic Jacobian computation in large systems of ODEs
原文链接
谷歌学术
必应学术
百度学术
Super-rational aspiration induced strategy updating promotes cooperation in the asymmetric prisoner's dilemma game
原文链接
谷歌学术
必应学术
百度学术
Discretization of Poisson’s equation in two domains with non algebraic interface conditions for plasma simulations
原文链接
谷歌学术
必应学术
百度学术
Event-based asynchronous and resilient filtering for singular Markov jump LPV systems against deception attacks
原文链接
谷歌学术
必应学术
百度学术
Explicit solutions for linear variable–coefficient fractional differential equations with respect to functions
原文链接
谷歌学术
必应学术
百度学术
Computing the spectral decomposition of interval matrices and a study on interval matrix powers
原文链接
谷歌学术
必应学术
百度学术
Two-stage image segmentation based on nonconvex ℓ2−ℓp approximation and thresholding
原文链接
谷歌学术
必应学术
百度学术
Generalizations of the classics to spanning connectedness
原文链接
谷歌学术
必应学术
百度学术
Programmable sufficient conditions for the strong ellipticity of partially symmetric tensors
原文链接
谷歌学术
必应学术
百度学术
Invariant multiscale triangle feature for shape recognition
原文链接
谷歌学术
必应学术
百度学术
On even-cycle-free subgraphs of the doubled Johnson graphs
原文链接
谷歌学术
必应学术
百度学术
Cell-average WENO with progressive order of accuracy close to discontinuities with applications to signal processing
原文链接
谷歌学术
必应学术
百度学术
Distributed finite-time fault estimation and fault-tolerant control for cyber-physical systems with matched uncertainties
原文链接
谷歌学术
必应学术
百度学术
Synchronization and anti-synchronization for complex-valued inertial neural networks with time-varying delays
原文链接
谷歌学术
必应学术
百度学术
Persistence and periodic solutions in systems of delay differential equations
原文链接
谷歌学术
必应学术
百度学术
Asymptotics of the Lebesgue constants for bivariate approximation processes
原文链接
谷歌学术
必应学术
百度学术
Creep modelling of soft soil based on the fractional flow rule: Simulation and parameter study
原文链接
谷歌学术
必应学术
百度学术
Distributed robust fault-tolerant consensus control for a class of nonlinear multi-agent systems with intermittent communications
原文链接
谷歌学术
必应学术
百度学术
Linear quadratic control of backward stochastic differential equation with partial information
原文链接
谷歌学术
必应学术
百度学术
On Pareto-Optimal Boolean Logical Patterns for Numerical Data
原文链接
谷歌学术
必应学术
百度学术
Anharmonic effects on the dynamic behavior’s of Klein Gordon model’s
原文链接
谷歌学术
必应学术
百度学术
Existence, uniqueness, and approximation of solutions of jump-diffusion SDEs with discontinuous drift
原文链接
谷歌学术
必应学术
百度学术
Third party interventions mitigate conflicts on interdependent networks
原文链接
谷歌学术
必应学术
百度学术
Two-step Runge-Kutta methods for stochastic differential equations
原文链接
谷歌学术
必应学术
百度学术
Finite-time stabilization of high-order output-constrained switched systems via state feedback
原文链接
谷歌学术
必应学术
百度学术
On formulae for the Moore–Penrose inverse of a columnwise partitioned matrix
原文链接
谷歌学术
必应学术
百度学术
Generalized lump solutions, classical lump solutions and rogue waves of the (2+1)-dimensional Caudrey-Dodd-Gibbon-Kotera-Sawada-like equation
原文链接
谷歌学术
必应学术
百度学术
Numerical preservation of multiple local conservation laws
原文链接
谷歌学术
必应学术
百度学术
The general position number of Cartesian products involving a factor with small diameter
原文链接
谷歌学术
必应学术
百度学术
Finite-time sampled-data synchronization for uncertain neutral-type semi-Markovian jump neural networks with mixed time-varying delays
原文链接
谷歌学术
必应学术
百度学术
Some relaxed iteration methods for solving matrix equation AXB=C
原文链接
谷歌学术
必应学术
百度学术