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RESEARCH PRODUCT
Quasiregular mappings and Young measures
Daniel FaracoKari Astalasubject
Set (abstract data type)Pure mathematicsGeneral MathematicsMathematicsdescription
W1,p-gradient Young measures supported in the set Q2(K) of two-dimensional K-quasiconformal matrices are studied. We prove that these Young measures can be generated by gradients of K-quasiregular mappings. This leads, for example, to the 0-1 law for quasiregular W1,p-gradient Young measures and other quasiregular properties such as higher integrability.
| year | journal | country | edition | language |
|---|---|---|---|---|
| 2002-10-01 | Proceedings of the Royal Society of Edinburgh: Section A Mathematics |