华中科技大学数学中心研讨会通知

发布人：发表时间：2015-04-01点击：次

以下是此次研讨会的详细介绍：

Mini-workshop in Poisson Geometry

April 3, 2015

Center for Mathematical Sciences

Huazhong University of Science and Technology

Speakers

Zhangju Liu (Beijing University)

Chengming Bai (Chern Institute, Nankai University)

Zhujun Zheng (South China University of Technology)

Yunhe Sheng (Jilin University)

Participants

Zhangju Liu (Beijing University)

Chengming Bai (Chern Institute, Nankai University)

Zhujun Zheng (South China University of Technology)

Yanhui Bi (Nanchang University)

Yunhe Sheng (Jilin University)

Tao Zhang (Henan Normal University)

Deshou Zhong (China Youth University of Political Studies)

Maosong Xiang(Beijing International Center for Mathematics Research)

Organizers

Jinqiao Duan (HUST),

Yunhe Sheng (Jilin University)

Chenchang Zhu (Gottingen University)

Schedule

Time	Speaker	Title
9:00–10:00	Zhangju Liu	Geometric structure in classical mechenics
10:30–11:30	Chengming Bai	A framework for the study of the classical Yang-Baxter equation
15:00–16:00	Yunhe Sheng	Homotopy Poisson structures
16:30–17:30	Zhujun Zheng	Quantum computation

报告（一）

时间：2015年4月3日(星期五）9:00–10:00

地点：华中科技大学科技楼南楼702

报告人：刘张炬，北京大学教授

报告题目：经典力学中的几何结构

报告摘要: 介绍有关辛几何的一些基本知识以及在Hamilton力学中的应用

报告（二）

时间：2015年4月3日（星期五）10:30–11:30

地点：华中科技大学科技楼南楼702

报告人：白承铭，南开大学教授

报告题目：A framework for the study of the classical Yang-Baxter equation

报告摘要：In this talk, I introduce a framework for the study of the classical Yang-Baxter equation. It was formed gradually from the study on the unification of the tensor and the operator forms of the classical Yang-Baxter equation with some algebraic structures behind them.Under this framework, we have obtained some results like certain generalizations of the classical Yang-Baxter equation with motivation from the study of integrable systems, some new algebraic structures with an operadic interpretation and some bialgebraic structures.

报告（三）

时间：2015年4月3日（星期五）15:00–16:00

地点：华中科技大学数学中心（创新研究院恩明楼813）

报告人：生云鹤，吉林大学教授

报告题目：Homotopy Poisson manifolds and related structures

报告摘要：In this talk, I will explain how can we obtain a Courant algebroids and a Lie 2-algebra from a given Lie 2-algebra using homotopy Poisson structures.

报告（四）

时间：2015年4月3日（星期五）16:30–17:30

地点：华中科技大学数学中心（创新研究院恩明楼813）

报告人：郑驻军，华南理工大学教授

华中科技大学数学中心

2015年3月31日