Abstract
We answer a question posed in [12] on exponential integrability of functions of restricted $n$-energy. We use geometric methods to obtain a sharp exponential integrability result for boundary traces of monotone Sobolev functions defined on the unit ball.
Citation
Pekka Pankka. Pietro Poggi-Corradini. Kai Rajala. "Sharp exponential integrability for traces of monotone Sobolev functions." Nagoya Math. J. 192 137 - 149, 2008.
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