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Rectifiability and Minkowski bounds for the zero loci of $\mathbb{Z}/2$ harmonic spinors in dimension 4

Published 18 Dec 2017 in math.DG, math.AP, and math.GT | (1712.06254v2)

Abstract: This article proves that the zero locus of a $\mathbb{Z}/2$ harmonic spinor on a 4 dimensional manifold is 2-rectifiable and has locally finite Minkowski content.

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Authors (1)

  1. Boyu Zhang 

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