WorkshopsLagrangian self-expanders asymptotic to a pair of planes
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Given any transverse pair of Lagrangian planes satisfying a certain angle condition, D. Joyce, Y.-I. Lee and M.-P. Tsui constructed a smooth Lagrangian self-expander which is asymptotic to the planes at infinity. I will discuss current work in progress which aims to show that in dimension 2, where the self-expander is a surface, the asymptotic planes at infinity define the self-expander uniquely. This work is joint with A. Neves.
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Jason Lotay
2011-07-07
11:00:00 - 12:00:00
R101 , Astronomy and Mathematics Building
Given any transverse pair of Lagrangian planes satisfying a certain angle condition, D. Joyce, Y.-I. Lee and M.-P. Tsui constructed a smooth Lagrangian self-expander which is asymptotic to the planes at infinity. I will discuss current work in progress which aims to show that in dimension 2, where the self-expander is a surface, the asymptotic planes at infinity define the self-expander uniquely. This work is joint with A. Neves.
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