A sharpened Strichartz inequality for radial functions

Type: Article

Publication Date: 2018-08-07

Citations: 7

DOI: https://doi.org/10.1016/j.jfa.2018.07.016

Locations

  • arXiv (Cornell University) - View - PDF
  • Journal of Functional Analysis - View

Similar Works

Action Title Year Authors
+ A Sharpened Strichartz Inequality For Radial Functions 2017 Felipe Gonçalves
+ A Sharpened Strichartz Inequality For Radial Functions 2017 Felipe Gonçalves
+ PDF Chat Strichartz estimates for the Schrödinger equation with radial data 2000 Atanas Stefanov
+ PDF Chat Regularity of solutions to the free Schrödinger equation with radial initial data 2001 M. C. Vilela
+ PDF Chat On characterization of the sharp Strichartz inequality for the Schrödinger equation 2016 Jin-Cheng Jiang
Shuanglin Shao
+ PDF Chat Sharp Strichartz estimates for the Schrödinger equation on the sphere 2021 Duván Cardona
Liliana Esquivel
+ PDF Chat Sharp Strichartz estimates in spherical coordinates 2017 Robert Schippa
+ Remark on the Strichartz estimates in the radial case 2011 Yuqin Ke
+ A sharpened Strichartz inequality for the wave equation 2018 Giuseppe Negro
+ A sharp 𝑘-plane Strichartz inequality for the Schrödinger equation 2018 Jonathan Bennett
Neal Bez
Taryn C. Flock
Susana Gutiérrez
Marina Iliopoulou
+ A sharp $k$-plane Strichartz inequality for the Schrödinger equation 2016 Jonathan Bennett
Neal Bez
Taryn C. Flock
Susana Gutiérrez
Marina Iliopoulou
+ Weighted Strichartz estimates for radial Schr 2007 Valeria Banica
Thomas Duyckaerts
+ Spherically averaged endpoint Strichartz estimates for the two-dimensional Schrödinger equation 1998 Terence Tao
+ A sharp $k$-plane Strichartz inequality for the Schr\"odinger equation 2016 Jonathan Bennett
Neal Bez
Taryn C. Flock
Susana Gutiérrez
Marina Iliopoulou
+ Improved Strichartz estimates for a class of dispersive equations in the radial case and their applications to nonlinear Schrödinger and wave equation 2010 Zihua Guo
Yuzhao Wang
+ PDF Chat Sharp Strichartz inequalities for fractional and higher-order Schrödinger equations 2020 Gianmarco Brocchi
Diogo Oliveira e Silva
René Quilodrán
+ PDF Chat Improved bounds for Stein's square functions 2012 Sanghyuk Lee
Keith M. Rogers
Andreas Seeger
+ Weighted Strichartz estimates for radial Schr\"odinger equation on noncompact manifolds 2007 Valeria Banica
Thomas Duyckaerts
+ PDF Chat A sharpened Strichartz inequality for the wave equation 2024 Giuseppe Negro
+ On sharp Strichartz inequalities in low dimensions 2006 Dirk Hundertmark
Vadim Zharnitsky