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3d mirror symmetry is mirror symmetry

来源: 10-14

时间:Tuesday, 16:00 - 17:30 October 15, 2024

地点:B626, Shuangqing Complex Building

主讲人:Naichung Conan Leung


Naichung Conan Leung

The Chinese University of Hong Kong

梁乃聪,香港中文大学教授。主要研究方向为微分几何,镜像对称,数学物理。1982年毕业于香港培正中学,同年考入香港中文大学数学系;1986年进入加利福尼亚大学圣迭戈分校,师从丘成桐教授,并于1987年获得该校理学硕士学位;1993年获得麻省理工学院数学哲学博士学位,随后进入纽约大学柯朗数学科学研究所进行博士后研究;1994年加入了明尼苏达大学,历任助理教授、副教授、正教授。2010年获得第五届世界华人数学家大会陈省身奖;2013年当选为美国数学学会会士。相关成果发表在Duke Math. J., J. Differ. Geom., Adv. Math., J. Eur. Math. Soc., Comm. Math. Phys.等学术期刊。


# Time

Tuesday, 16:00 - 17:30

October 15, 2024

# Venue

B626, Shuangqing Complex Building

#Abstract

3d mirror symmetry is a mysterious duality for certian pairs of hyperkahlermanifolds, or more generally complex symplectic manifolds/stacks. In this talk, I will describe its relationships with 2d mirror symmetry. This could be regarded as a 3d analog of the paper ’Mirror symmetry is T-duality’ by Strominger, Yau and Zaslow which described 2d mirror symmetry via 1d dualities.

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