Cauchy and Riesz transforms in geometric analysis: Analytic and Lipschitz harmonic capacities, variation and oscillation, and uniform rectifiability
by Albert Mas
A focused study of Cauchy and Riesz transforms, exploring their connections to harmonic capacities, variation, oscillation, and uniform rectifiability in geometric analysis.
About This Book
This work examines Cauchy and Riesz transforms within the framework of geometric analysis.
It addresses analytic and Lipschitz harmonic capacities along with related variation and oscillation properties.
The text also considers uniform rectifiability and its connections to these transforms.
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