On D0-branes in Gepner models
Emanuel Scheidegger (AEI, Golm)
TL;DR
This paper investigates the conditions under which D0-branes can exist at the Gepner point of Calabi-Yau manifolds, specifically those represented as Fermat hypersurfaces, providing insights into their stability and existence.
Contribution
It clarifies the criteria for the existence of D0-branes in Gepner models of Fermat hypersurfaces, advancing understanding of brane configurations in string compactifications.
Findings
D0-branes exist under specific conditions at the Gepner point
Criteria for D0-brane stability in Fermat hypersurface models
Insights into the geometric and algebraic structure of D-branes
Abstract
We show why and when D0-branes at the Gepner point of Calabi-Yau manifolds given as Fermat hypersurfaces exist.
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