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Decoupling for two quadratic forms in three variables: a complete characterization

Cited 1 time in Web of Science Cited 2 time in Scopus
Authors

Guo, Shaoming; Oh, Changkeun; Roos, Joris; Yung, Po-Lam; Zorin-Kranich, Pavel

Issue Date
2023
Publisher
EUROPEAN MATHEMATICAL SOC-EMS
Citation
REVISTA MATEMATICA IBEROAMERICANA, Vol.39 No.1, pp.283-306
Abstract
We prove sharp decoupling inequalities for all degenerate surfaces of codimension two in R5 given by two quadratic forms in three variables. Together with previous work by Demeter, Guo, and Shi in the non-degenerate case, this pro-vides a classification of decoupling inequalities for pairs of quadratic forms in three variables.
ISSN
0213-2230
URI
https://hdl.handle.net/10371/200719
DOI
https://doi.org/10.4171/RMI/1332
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Related Researcher

  • College of Natural Sciences
  • Department of Mathematical Sciences
Research Area Decouplings, Restriction and Kakeya

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