- Research Article
- 10.1016/j.jfa.2025.111082
An improved multiplier theorem on rank one noncompact symmetric spaces
- Nov 01, 2025
- Journal of Functional Analysis
- Błażej Wróbel
We prove a multiplier theorem on rank one noncompact symmetric spaces which improves aspects of existing results. Namely, we partially drop specific assumptions on the multiplier function such as a Mikhlin-Hörmander condition. This is replaced by a requirement that parts of the multiplier function on the critical p strip give rise to bounded Fourier multipliers.
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