Counterexamples for high-degree generalizations of the Schrödinger maximal operator

Type: Preprint

Publication Date: 2021-01-01

Citations: 0

DOI: https://doi.org/10.48550/arxiv.2103.15003

Locations

  • arXiv (Cornell University) - View - PDF
  • DataCite API - View

Similar Works

Action Title Year Authors
+ Counterexamples for high-degree generalizations of the Schr\"odinger maximal operator 2021 Chen An
Rena Chu
Lillian B. Pierce
+ PDF Chat Counterexamples for High-Degree Generalizations of the Schrödinger Maximal Operator 2022 Chen An
Rena Chu
Lillian B. Pierce
+ Generalizations of the Schrödinger maximal operator: building arithmetic counterexamples 2023 Rena Chu
Lillian B. Pierce
+ On Bourgain's counterexample for the Schrödinger maximal function 2019 Lillian B. Pierce
+ On Bourgain's counterexample for the Schr\"odinger maximal function 2019 Lillian B. Pierce
+ Sharp $L^2$ estimate of Schrödinger maximal function in higher dimensions 2018 Xiumin Du
Ruixiang Zhang
+ PDF Chat Sharp $L^2$ estimate of Schr\"odinger maximal function in higher dimensions 2018 Xiumin Du
Ruixiang Zhang
+ PDF Chat On Bourgain’s Counterexample for the Schrödinger Maximal Function 2020 Lillian B. Pierce
+ Sharp $L^2$ estimates of the Schrödinger maximal function in higher dimensions 2019 Xiumin Du
Ruixiang Zhang
+ An improved necessary condition for the Schrödinger maximal estimate 2015 Renato Lucà
Keith M. Rogers
+ PDF Chat L-estimate of Schrödinger maximal function in higher dimensions 2021 Zhenbin Cao
Changxing Miao
Meng Wang
+ Refined Strichartz estimates and Maximal Schr\"odinger operator 2020 Shukun Wu
+ PDF Chat On the Schrödinger maximal function in higher dimension 2013 Jean Bourgain
+ Convergence over fractals for the Schrödinger equation 2021 Renato Lucà
Felipe Ponce-Vanegas
+ PDF Chat An improved maximal inequality for 2D fractional order Schrödinger operators 2016 Changxing Miao
Jianwei Yang
Jiqiang Zheng
+ Convergence over fractals for the Schrödinger equation 2021 Renato Lucà
Felipe Ponce-Vanegas
+ $L^2$ Schrödinger maximal estimates associated with finite type phases in $\mathbb{R}^2$ 2021 Zhuoran Li
Junyan Zhao
Tengfei Zhao
+ Applications of the landscape function for Schrödinger operators with singular potentials and irregular magnetic fields 2021 Bruno Poggi
+ Applications of the Hales–Jewett theorem near zero 2020 Pintu Debnath
Sayan Goswami
+ PDF Chat A counterexample on the global $L^3$ Schr\”{o}dinger maximal estimate in $\mathbb{R}^2$ 2022 Zhuoran Li
Ying Wang

Works That Cite This (0)

Action Title Year Authors

Works Cited by This (0)

Action Title Year Authors