广州数学大讲坛第十二期
第一百一十一讲——深圳北理莫斯科大学骆泳铭讲师学术报告
题目:Long time behavior of the focusing NLS on {R^d}\times{T^m} via the semivirial-vanishing geometry
时间:2023年12月14日18:30-21:00
地点:腾讯会议(会议ID：109-648-395)
报告人:骆泳铭讲师
摘要:In this talk, we present some recent results concerning the long time behavior of the focusing nonlinear Schrödinger equation (NLS) on the semiperiodic spaces RdTm. The main new tool is a general framework based on the so-called semivirial-vanishing geometry, with whose help we are able to establish results such as existence of ground states, large data scattering and blow-up for the underlying model.
报告人简介：
骆泳铭，深圳北理莫斯科大学，计算数学与控制系高级讲师。本科及硕士毕业于德国慕尼黑工业大学，博士毕业于德国卡塞尔大学。曾于德国德累斯顿工业大学从事博士后相关工作。骆泳铭长期从事色散方程及调和分析相关研究，公开发表论文14篇，其中包括JMPA，AIHPC，Math. Ann.，JFA等国际数学高水平期刊。
