Quantitative Weighted Estimates for Rubio de Francia’s Littlewood–Paley Square Function

Author:

Garg Rahul,Roncal Luz,Shrivastava Saurabh

Funder

DST

Basque Government

Spanish Ministry of Science, Innovation and Universities

BBVA Foundation

Government of India

Publisher

Springer Science and Business Media LLC

Subject

Geometry and Topology

Reference44 articles.

1. Bakas, O.: Endpoint mapping properties of the Littlewood–Paley square function. Colloq. Math. 157(1), 1–15 (2019)

2. Beltran, D., Cladek, L.: Sparse bounds for pseudodifferential operators. J. Anal. Math. ArXiv:1711.02339

3. Benea, C.M.: Vector-valued extensions for singular bilinear operators and applications. PhD thesis, Cornell University (2015)

4. Benea, C.M., Bernicot, F.: A bilinear Rubio de Francia inequality for arbitrary squares. Forum Math. Sigma 4 , e26 (2016)

5. Benea, C.M., Muscalu, C.: Sparse domination via the helicoidal method. arXiv:1707.05484

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