Arxiv
| Presentation Name⛹🏽♂️： | On characterization of Poisson integrals of Schr/"odinger operators with BMO traces |
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| Presenter： | Prof. Xuan Thinh DUONG |
| Date： | 2014-01-03 |
| Location🤌🏼： | 光华楼东主楼1501 |
| Abstract： | Let $L = -/Delta + V$ be a Schr/"dinger operator where the nonnegative potential $V$ belongs to some appropriate reverse H/"older class. Consider the BMOspace associated to the Schr/"odinger operator $L$.In this talk we will characterise this BMO spaces using a condition of Carleson type.This result extends the analogous characterization founded by Fabes, Johnson and Neri for the classical BMO space of John-Nirenberg. This is joint work with Lixin Yan and Chao Zhang. |
| Annual Speech Directory🏌️♂️： | No.2 |
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