Numerical inequalities for irregular 3-folds of general type
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：张通青年研究员
：2020-01-13 10:00
：实验楼108
Speaker：Prof. Tong Zhang
East China Normal University
Title: Numerical inequalities for irregular 3-folds of general type
Time：13 Jan 2020,10:00-11:00
Location： 海韵实验楼108
Abstract: For an irregular surface of general type, a classical result asserts that its canonical volume is at least twice of its Euler characteristic. In this talk, I will talk about a similar result in dimension three. More related results will be introduced. This is a joint work with Yong Hu.
Speaker Introduction：张通，华东师范大学青年研究员。2012年博士毕业于华东师范大学，之后在加拿大的Alberta 大学、英国的Durham 大学进行博士后研究，2017年回华东师范大学工作。张通的研究领域是Arakelov几何、代数几何，研究内容涉及不可约簇的地理问题、算术曲面上线性系的有效界，研究成果发表在 Duke Math Journal、J reine angew Math, J Alg Geom, Adv Math, Math Annalen 等杂志。
