Zaher Hani
Courant Institute of Mathematical Sciences, NYU
251 Mercer Street
New York, NY 10012-1185
Postdoctoral Fellow
Courant Institute of Mathematical Sciences, NYU
New York, NY 10012-1185
Postdoctoral Fellow
| Office | 720 WWH (Courant Institute) |
| Email (@math.ucla.edu) |  |
| Fax | |
| Office Hours: | N/A |
I am a postdoctoral fellow at Courant Institute of Mathematical Sciences. I did my Ph.D. under the advise of Terry Tao at the UCLA Department of Mathematics. My research interests include non-linear dispersive and wave PDE, real-variable harmonic analysis (oscillatory integrals in particular), and applications of infinite dimensional Hamiltonian dynamics in PDE.
This webpage is not regularly updated. Sorry!
Curriculum Vitae
- Papers and Preprints:
- Global well-posedness of the cubic nonlinear Schr\"odinger equation on compact manifolds without boundary. (submitted) arXiv:1008.2826v1.
-
A bilinear oscillatory integral estimate and bilinear refinements to Strichartz estimates on closed manifolds (submitted) arXiv:1008.2827v1.
- Global and dynamical aspects of the nonlinear Schr\"odinger equations on compact manifolds. Ph.D Thesis.
- Expository Notes:
- Most of these notes were loosely written to accompany talks at the UCLA participating analysis seminar.
- Discrete and continuous parametrices for variable coefficient wave and Schr\"odinger equations (PDF)
- Bourgain's Fourier Truncation (or high-low) method (Fall 2009) (PDF)
- Some Scattering Aspects for NLS in Periodic and Non-periodic Regimes (Spring 2009) (PDF)
- Notes on the Classical KAM theory (Winter 2009) (PDF)
- Strichartz Estimates on Tori [after J. Bourgain's Fourier Restriction Phenomena... Part I] (Fall 2008)
- Links:
