Research output per year
Research output per year
Project Details
Description
Harmonic Analysis is a branch of mathematics which is interrelated to other fields of mathematics like complex analysis, number theory and partial differential equations (pdes) with many applications in engineering and technology. This project aims to solve a number of difficult fundamental problems at the frontier of harmonic analysis in understanding Laplacians in curved spaces
| Acronym | DP22 |
|---|---|
| Status | Active |
| Effective start/end date | 26/04/22 → 25/04/25 |
Research output
- 11 Article
-
Maximal operator, Cotlar's inequality and pointwise convergence for singular integral operators in Dunkl setting
Tan, C., Han, Y. & Li, J., May 2023, In: Journal of Geometric Analysis. 33, 5, p. 1-18 18 p., 164.Research output: Contribution to journal › Article › peer-review
Open AccessFile2 Downloads (Pure) -
On Schrödinger groups of fractional powers of Hermite operators
Bui, T. A., Duong, X. T., Hong, Q. & Hu, G., 1 Mar 2023, In: International Mathematics Research Notices. 2023, 7, p. 6164-6185 22 p.Research output: Contribution to journal › Article › peer-review
1 Citation (Scopus) -
Schatten classes and commutator in the two weight setting, I. Hilbert transform
Lacey, M., Li, J. & Wick, B. D., 6 Apr 2023, (E-pub ahead of print) In: Potential Analysis. 20 p.Research output: Contribution to journal › Article › peer-review
Open Access