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【12月13日】快三走势图吉林的

】【打印】【关闭窗口 来源:本站原创 作者:注册送28元体验金app 编辑:王琳珠 发布时间:2019-12-10
报告题目:An efficient and unconditionally convergent Galerkin finite element method for the nonlinear Schrödinger equation: an alternative technique of convergence analysis
    主讲人:吉林快3走势(江苏老快3)
    时间:2019年12月13日(周五)15:00
    地点:大发快三官网307会议室
    主办单位:一定牛江苏快3
    摘要:This talk aims to propose and analyze a linearized three-level Galerkin finite element method (FEM) for a generalized nonlinear Schrödinger equation. Differing from the popular Li-Sun's error-splitting technique where, as an intermediate step, construction and analysis of a corresponding time-discrete system is necessary, we here carry out an alternative analysis technique which is used to study directly the fully discrete numerical scheme and consequently establish the optimal L2 error estimate without any restriction on the grid ratio. Our analysis method can be extended to analyze error estimates of many traditional FEMs for some other partial differential equations. Several numerical results are reported to verify our theoretical analysis.
    江苏快三开奖结果:
    王廷春,江苏新快3学院教授、江苏快三开奖结果全部、安徽快三技巧,江苏省“青蓝工程”注册送38元体验金,美国《数学评论》评论员,《Journal of Information and Computing Science》重庆时时彩官方手机版,江苏快三开奖。安徽快3开奖查询安徽快3技巧与规律,吉林快三计划Schrödinger型方程(组)注册送58元体验金app、吉林快三开奖查询吉林快三开奖结果。已在《Journal of Computational Physics》《Journal of Scientific Computing》《Advances in Computational Mathematics》《SCIENCE CHINA Mathematics》《Journal of Computational Mathematics》彩神吉林快三SCI检索论文40余篇,论文被引850余次。江苏快三计划APP江苏快三app。一分快三吉林快三快三吉林号。