Intermediate results of independent interest include upper bounds of different versions of P. Jones's -numbers in terms of integral Menger curvature without assuming lower Ahlfors regularity, in contrast to the results of Lerman and Whitehouse [Constr. References [Enhancements On Off] What's this?
Adams and John J. Fournier , Sobolev spaces , 2nd ed. MR  James J. MR  Lawrence C. Evans and Ronald F. MR  K. Falconer , The geometry of fractal sets , Cambridge Tracts in Mathematics, vol. MR  Michael H. Jones , Rectifiable sets and the traveling salesman problem , Invent.
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Jones , The traveling salesman problem and harmonic analysis , Publ. Conference on Mathematical Analysis El Escorial, Tyler Whitehouse , High-dimensional Menger-type curvatures. Part I: Geometric multipoles and multiscale inequalities , Rev. Fractals and rectifiability.
This text can be used for a topics course or seminar in complex analysis. To understand it, the reader should have a firm grasp of basic real and complex analysis. Probability and Measure.
Vitushkin's Conjecture for Removable Sets
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Vitushkin’s Conjecture for Removable Sets | SpringerLink
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