Reflectionless Measures and the Mattila-Melnikov-Verdera Uniform Rectifiability Theorem

@article{Jaye2014ReflectionlessMA,
  title={Reflectionless Measures and the Mattila-Melnikov-Verdera Uniform Rectifiability Theorem},
  author={B. Jaye and F. Nazarov},
  journal={arXiv: Analysis of PDEs},
  year={2014},
  pages={199-229}
}
The aim of these notes is to provide a new proof of the Mattila-Melnikov-Verdera theorem on the uniform rectifiability of an Ahlfors-David regular measure whose associated Cauchy transform operator is bounded. They are based on lectures given by the second author in the analysis seminars at Kent State University and Tel-Aviv University. 
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