Modern Harmonic Analysis Techniques in Complex Variables and Non-Homogeneous Settings — NSF Award to George Mason University (VA,
Harmonic analysis is a major branch of mathematical analysis which focuses on studying the behavior of functions by breaking them down into simpler and easier-to-understand component parts. The developments in harmonic analysis have led to concrete advances in medical imaging, image compression algorithms, signal proce
| Award title | Modern Harmonic Analysis Techniques in Complex Variables and Non-Homogeneous Settings |
|---|---|
| Award ID | 2549719 |
| Awardee | George Mason University |
| City | FAIRFAX |
| State | VA |
| Amount obligated | $153,999 |
| Principal investigator | Nathan Wagner |
| Program | OFFICE OF MULTIDISCIPLINARY AC, ANALYSIS PROGRAM |
| Start date | 07/01/2025 |
| Abstract | Harmonic analysis is a major branch of mathematical analysis which focuses on studying the behavior of functions by breaking them down into simpler and easier-to-understand component parts. The developments in harmonic analysis have led to concrete advances in medical imaging, image compression algorithms, signal processing, and neuroscience. This project examines questions in harmonic analysis and related fields from a more theoretical or pure perspective of basic research. As part of this awar |
| Source | NSF Awards |
$799/mo
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