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T1 - On analytic and geometric regularity of mappings of finite distortion
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UR - URN:ISBN:978-951-51-7683-7; http://hdl.handle.net/10138/335569
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A1 - Hirviniemi, Olli
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PB - Helsingin yliopisto
Y1 - 2021
LA - eng
AB - This dissertation contains three articles on regularity properties of quasiconformal mappings and mappings of finite distortion. Quasiconformal mappings have bounded distortion, and we examine several ways to generalize the known regularity results for them to the case where the distortion is no longer uniformly bounded.
In the first article, we study the analytic regularity of mappings with exponentially integrable distortion. In particular, our main theorem is that in the borderline case wher...
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KW - matematiikka
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