On the Rozansky-Witten TQFT
This thesis studies a potential method for constructing the Rozansky--Witten TQFT as an extended $(1+1+1)$-TQFT. A monoidal $2$-category consisting of schemes, complexes of sheaves and sheaf morphisms is constructed, and it is shown that there are $(1+1)$-TQFTs valued in the truncation of this categ...
Hovedforfatter: | Banks, P |
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Andre forfattere: | Juhasz, A |
Format: | Thesis |
Sprog: | English |
Udgivet: |
2020
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Fag: |
Lignende værker
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1 + 1 dimensional cobordism categories and invertible TQFT for Klein surfaces
af: Juer, R
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Pin TQFT and Grassmann integral
af: Ryohei Kobayashi
Udgivet: (2019-12-01) -
Revisiting the Melvin-Morton-Rozansky expansion, or there and back again
af: Sibasish Banerjee, et al.
Udgivet: (2020-12-01) -
TQFT gravity and ensemble holography
af: Anatoly Dymarsky, et al.
Udgivet: (2025-02-01) -
G 2 holonomy, Taubes’ construction of Seiberg-Witten invariants and superconducting vortices
af: Sergio Cecotti, et al.
Udgivet: (2020-04-01)