We construct local and global moduli spaces of supersymmetric curves with Ramond-Ramond punctures. We assume that the underlying ordinary algebraic curves have a level n structure and build these supermoduli spaces as algebraic superspaces, i.e., quotients of étale equivalence relations between superschemes.
The supermoduli of SUSY curves with Ramond punctures / Bruzzo, U.; Hernandez Ruiperez, D.. - In: REVISTA DE LA REAL ACADEMIA DE CIENCIAS EXACTAS, FÍSICAS Y NATURALES. SERIE A, MATEMÁTICAS. - ISSN 1578-7303. - 115:3(2021), pp. 1-33. [10.1007/s13398-021-01078-4]
The supermoduli of SUSY curves with Ramond punctures
Bruzzo, U.Membro del Collaboration group
;
2021-01-01
Abstract
We construct local and global moduli spaces of supersymmetric curves with Ramond-Ramond punctures. We assume that the underlying ordinary algebraic curves have a level n structure and build these supermoduli spaces as algebraic superspaces, i.e., quotients of étale equivalence relations between superschemes.File in questo prodotto:
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