Refine
Has Fulltext
- no (5)
Document Type
- Article (5) (remove)
Language
- English (5)
Is part of the Bibliography
- yes (5)
Keywords
- Bisectorial operator (1)
- Elliptic boundary (1)
- Fredholm property (1)
- Functional calculus (1)
- Gigli-Mantegazza flow (1)
- H-infinity-functional calculus (1)
- Kato square root problem (1)
- Rarita-Schwinger (1)
- Real-variable harmonic analysis (1)
- Riesz topology (1)
- Spectral flow (1)
- articulation (1)
- boundary regularity (1)
- conditions (1)
- elliptic boundary (1)
- elliptic differential operators of firstorder (1)
- heat kernel (1)
- maximal regularity (1)
- morphology (1)
- motion correction (1)
- multi-modular morphology (1)
- operator (1)
- parabolic Harnack estimate (1)
- rough metrics (1)
- value problems (1)
Institute
In this short survey article, we showcase a number of non-trivial geometric problems that have recently been resolved by marrying methods from functional calculus and real-variable harmonic analysis. We give a brief description of these methods as well as their interplay. This is a succinct survey that hopes to inspire geometers and analysts alike to study these methods so that they can be further developed to be potentially applied to a broader range of questions.