Uniform Bounds for the Bilinear Hilbert Transforms, II

By Xiaochun Li. 2006

52 citations recorded by the source corpus.

Subfields: Applied Mathematics, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/1830bad1481d98b0914a839db73131eb71bdd630

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Applied Mathematics

1. Wen Yuan
2. Petr Honz'ik
3. Danqing He
4. Zunwei Fu
5. Shan-zhen Lu
6. Dachun Yang
7. Loukas Grafakos
8. Shuli Gong

In Mathematical Physics

1. Wen Yuan
2. Loukas Grafakos
3. Zunwei Fu
4. Shuli Gong
5. Shan-zhen Lu
6. Petr Honz'ik
7. Danqing He
8. Dachun Yang

Citations in the corpus

• Weighted multilinear Hardy operators and commutators (2014, background): “For a more complete account on multilinear operators, we refer to [6], [11], [17] and the references therein.”
• Rough Bilinear Singular Integrals (2015, background): “The boundedness ofHθ1,θ2 was proved by Lacey and Thiele [22], [23] while the more relevant, for this problem, uniform in θ1,θ2 boundedness ofHθ1,θ2 was addressed by Thiele [31], Grafakos and Li [18], and Li [24].”