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Published in 2017 at "Results in Mathematics"
DOI: 10.1007/s00025-018-0830-9
Abstract: We present a self-contained proof of Rivière’s theorem on the existence of Uhlenbeck’s decomposition for $$\Omega \in L^p(\mathbb {B}^n,so(m)\otimes \Lambda ^1\mathbb {R}^n)$$Ω∈Lp(Bn,so(m)⊗Λ1Rn) for $$p\in (1,n)$$p∈(1,n), with Sobolev type estimates in the case $$p \in [n/2,n)$$p∈[n/2,n)…
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Keywords:
sobolev morrey;
uhlenbeck decomposition;
morrey sobolev;
decomposition sobolev ... See more keywords