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Geometric Measure Theory and Geometric Analysis in Moscow
September 14, 2020 11:00–12:00, Moscow, online
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Ahlfors regular conformal dimension of metric spaces and parabolic index of infinite graphs
J. Kigami |
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| This page: | 147 | | Materials: | 25 |
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Abstract:
In this talk, I am going to explain an analytic characterization of Ahlfors regular conformal dimension. Through this characterization, one can see a connection between Ahlfors regular conformal dimension of a metric space and the parabolic index of the infinite graph associated with a "brow-up" of the metric space.
Supplementary materials:
conformaltalk2020.pdf (1.4 Mb)
Language: English
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