On the Schr¨odinger Maximal Function in Higher Dimension

@inproceedings{BourgainOnTS,
  title={On the Schr¨odinger Maximal Function in Higher Dimension},
  author={Jean Bourgain}
}
New estimates on the maximal function associated to the linear Schrödinger equation are established. 

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Showing 1-10 of 15 references

On pointwise convergence of the solutions to Schrödinger equations in R 2 , IMRN

  • S Lee
  • On pointwise convergence of the solutions to Schr…
  • 2006

On the multilinear restriction and Kakeya conjectures

  • B-C-T J Bennett, T Carbery, T Tao
  • Acta Math
  • 2006

A bilinear approach to cone multipliers. I. Restriction estimates, Geometric and Functional Analysis

  • T-V T Tao, A Vargas
  • A bilinear approach to cone multipliers. I…
  • 2000

A bilinear approach to cone multipliers. II. Applications, Geometric and Functional Analysis

  • T-V T Tao, A Vargas
  • A bilinear approach to cone multipliers. II…
  • 2000

Schrödinger maximal function and restriction properties of the Fourier transform

  • M-V-V A Moyua, A Vargas, L Vega
  • International Mathematics Research Notices
  • 1996

Some new estimates on oscillatory integrals, Essays on Fourier Analysis in Honor of

  • J Bourgain
  • Princeton Math.Ser
  • 1991

Schrödinger equations: pointwise convergence to the initial data

  • L Vega
  • Proceedings of the American Mathematical Society
  • 1988

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