In this note we give a proof-by-formula of certain important embedding inequalities on a dyadic tree. We also consider the case of a bi-tree, where a different approach is explained.
Arcozzi, N., Holmes, I., Mozolyako, P., Volberg, A. (2021). Bellman Function Sitting on a Tree. INTERNATIONAL MATHEMATICS RESEARCH NOTICES, 2021(16), 12037-12053 [10.1093/imrn/rnz224].
Bellman Function Sitting on a Tree
Arcozzi, N;
2021
Abstract
In this note we give a proof-by-formula of certain important embedding inequalities on a dyadic tree. We also consider the case of a bi-tree, where a different approach is explained.File in questo prodotto:
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