Localized regularity of planar maps of finite distortion (Q832466)
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scientific article; zbMATH DE number 7498327
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Localized regularity of planar maps of finite distortion |
scientific article; zbMATH DE number 7498327 |
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Localized regularity of planar maps of finite distortion (English)
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25 March 2022
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Summary: In this article we study fine regularity properties for mappings of finite distortion. Our main theorems yield strongly localized regularity results in the borderline case in the class of maps of exponentially integrable distortion. Analogues of such results were known earlier in the case of quasiconformal mappings. Moreover, we study regularity for maps whose distortion has better than exponential integrability.
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mappings of finite distortion
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localized regularity
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exponentially integrable distortion
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0.92280734
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0.9031321
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0.89106286
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0.8860605
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0.8853432
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0.88505375
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