返回信息流讲座题目：Solvinghighly-oscillatory NLS with SAM: numerical efficiency and geometric properties
主讲人：张勇博士(维也纳大学)
主持人：陈秀卿副教授
时 间：2014年6月5日（周四）下午3:30-4:30
地 点：主楼1214
主要内容：In this paper, we present the StroboscopicAveraging Method (SAM), which aims at numerically solving highly-oscillatorydifferential equations. More specifically, we first apply SAM to theSchrodinger equation on the 1-dimensional torus and on the real line with harmonicpotential, with the aim of assessing its efficiency: as compared to thewell-established standard splitting schemes, the stiffer the problem is, thelarger the speed-up grows (up to a factor 100 in our tests). The geometricproperties of SAM are also explored: on very long time intervals, symmetricimplementations of the method show a very good preservation of the massinvariant and of the energy. In a second series of experiments on 2-dimensionalequations, we demonstrate the ability of SAM to capture qualitatively thelong-time evolution of the solution (without spurring high oscillations).
主讲人简介：张勇博士简历(维也纳大学).pdf校学术委员会
理学院
2014年6月3日
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理学院“青年学术论坛”第5期——Solvinghighly-oscillatory NL
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