论文部分内容阅读
(1)用分裂算法求解泛函微分方程。(2)用分裂算法求解抛物形微分方程。
用分裂算法解微分方程初探
【摘 要】
：
(1)用分裂算法求解泛函微分方程。(2)用分裂算法求解抛物形微分方程。
【机 构】
：
湘潭大学数学与计算科学学院
【出 处】
：
2013第十三届微分方程数值方法学术会议暨第十届仿真算法学术会议
【发表日期】
：
2013年7期
其他文献
In the past few years,energy storage and conversion systems have been attracting increasing attention due to the continuously diminishing fossil fuel resources.
会议
Drop-based microfluidics encapsulating protein-encoding DNA molecules can provide a stable linkage between genotype (gene sequence) and phenotype (protein f
会议
The rapid growth of the Chinese economy has created increasing energy consumption.The building energy consumption was considered as the main sector of the t
会议
2-D H-inf based iterative learning control design for linear discrete-time systems with multiple hig
In this work we focus on the iterative learning control (ILC) design problem for linear discrete-time systems with iteration-varying factors,including refer
会议
Design and Optimization of Three Components Randomly Incorporated Copolymers for High Performance Or
Currently most low-band-gap polymers for OPV application are developed based on the strategy of alternating donor-acceptor along the polymer backbone.We will sh
会议
Cell cycle control is often dysregulated in cancer cells.DNA contents and cell cycle related proteins are a key to understanding cancer biology.We have esta
石墨烯以其独特的晶体结构和优异的电学、磁学、光学和力学性能成为当前的研究热点.过渡金属表面外延生长法被证明是制备大面积、高质量石墨烯的途径之一.然而,石墨烯和其金
众所周知,在具有很强的体自旋轨道耦合相互作用的材料,特别是金属材料中(如贵金属Pt、Au)中具有自旋霍尔效应.该效应可以将电荷电流转化为自旋电流,或者通过反自旋霍尔效应将
会议
Classical theory of Runge-Kutta methods for non-stiff general Volterra functional differential equat
(1) A review of B-theory of Runge-Kutta methods for stiff general VFDEs.(2) Classical stability theory of Runge-Kutta methods for non-stiff general VFDEs.(3
会议
Implicit-explicit stochastic variational integrators for stochastic high oscillatory problem with ad
The implicit-explicit stochastic variational integrator is derived by the Hamiltons principle with noises for second-order stochastic differential equations