Arxiv
| Presentation Name： | Quasiconformal surgery and linear differential equations |
|---|---|
| Presenter⬇️👱🏿♂️： | Walter Bergweiler |
| Date： | 2017-03-24 |
| Location： | 光华东主楼2001 |
| Abstract： | We describe a new method of constructing transcendental entire functions A such that the differential equation w" + Aw = 0 has two linearly independent solutions with relatively few zeros. In particular, we solve a problem of Bank and Laine by showing that there exist entire functions A of any prescribed order greater than 1/2 such that the differential equation has two linearly independent solutions whose zeros have finite exponent of convergence. |
| Annual Speech Directory： | No.31 |
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