The Supermoduli Space of Genus Zero SUSY curves with Ramond Punctures

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The Supermoduli Space of Genus Zero SUSY curves with Ramond Punctures

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Ott, Nadia

Published Date

2020-08

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Thesis or Dissertation

Abstract

A construction of the supermoduli space $\mnr$ of super Riemann surfaces of genus zero with $\nr$ Ramond punctures as a quotient Deligne-Mumford superstack of dimension $(\nr-3\, | \, \nr/2-2)$ is presented.

Keywords

Algebraic Geometry

Ramond punctures

Supergeometry

Supermoduli

SUSY

Description

University of Minnesota Ph.D. dissertation. August 2020. Major: Mathematics. Advisor: Alexander Voronov. 1 computer file (PDF); 82 pages.

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Ott, Nadia. (2020). The Supermoduli Space of Genus Zero SUSY curves with Ramond Punctures. Retrieved from the University Digital Conservancy, https://hdl.handle.net/11299/218042.

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