Titlebook: Supergeometry, Super Riemann Surfaces and the Superconformal Action Functional; Enno Keßler Book 2019 The Author(s) 2019 Gravitino.Superco

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Super Riemann Surfaces and Reductions of the Structure GroupThis chapter describes super Riemann surfaces and the additional structure of an adapted metric with the help of reductions of the structure group.

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Computations in Wess–Zumino GaugeThis chapter regroups different calculations in the Wess–Zumino gauge. The proof of Lemma 11.3.4 spans Sects. 13.2–13.4. The calculation of the Berezinian in terms of metric and gravitino given in Sect. 13.7 and is a crucial ingredient to the proof of Theorem . in Sect. 13.9.

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Enno KeßlerProvides a detailed introduction to differential geometry on supermanifolds, including bundles, connections and integration.Focuses on super Riemann surfaces, supergeometric analogues of Riemann surfa

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Super Lie Groupsy of principal bundles in Chap. .. Super Lie groups are of interest to physics as symmetry groups. An early mathematically rigorous treatment of super Lie groups is presented in Kostant (Graded manifolds, graded Lie theory, and prequantization. In: Differential geometrical methods in mathematical physics, 1977).

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Enno Keßlerubjective anxiety that arose in the wake of Kant and Fichte. The result is a form of resistance to an idealism that appeared to leave little roomfor a world of beauty, love, and nature beyond the self. .978-3-030-08214-7978-3-319-91292-9

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