Projects on Multiparameter Harmonic Analysis
Here are the choices of projects that are available for Phase II and III.
- Variations on the Theme of Journe's Lemma by Cabrelli, Pipher, Lacey and Motlar.
- A Continuous Version of $H^1$ BMO Duality on the Bidisc by Chang and Fefferman.
- The Calderon-Zygmund Decomposition on Product Domains by Chang and Fefferman.
- Duality of Multiparameter Hardy Spaces $H^p$ on Spaces of Homogeneous type by Han, Li and Lu.
- Paraproducts in One and Several Parameters by Lacey and Metcalfe.
- Multiparameter Riesz Commutators by Lacey, Petermichl, Pipher and Wick.
- Representation of Bi-Parameter Singular Integrals by Dyadic Operators by Martikainen.
- BMO from Dyadic BMO on the Bidisc by Pipher and Ward.
- A T(1) Theorem on Product Spaces by Pott and Villarroya.
- $H^1$ and Dyadic $H^1$ by Treil.
Participants selected to work on these projects will have to prepare two one-hour long lectures based on the contents of the paper. These lectures will be presented at a week long workshop. Additionally, they will have to write a 5 page summary of the topic before the meeting. The workshop will take place Monday June 11 to Friday June 15, 2012 in Atlanta, Georgia.
Interested participants should email wick[at]math[dot]gatech[dot]edu with a ranking in terms of interest of the projects before March 15, 2012. Due to funding limits, there will be 10 participants selected to attend the workshop. Selected participants will be notified of the project they have and the exact details for the workshop. Additional information can be found in the discussion forum.
Any additional questions should be directed to the above email address as well.
Presentations and Conference Proceedings