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Browsing by Subject "Confluence"

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    The Limit of the Small I-function for Calabi-Yau GIT Targets and an Application to the Integrality of the Mirror Map
    (2023-02) Schug, Jorin
    The aim of this thesis is to prove a limit relation between the K-theoretic and cohomological small I-function for aptly defined Calabi-Yau GIT targets. The proof derives from description of inertia stack of the moduli of (0,2,d)-quasimaps with 0+-stability. As a corollary, we obtain an application to the integrality of the mirror map for a family of Calabi-Yau GIT targets.

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