Fluctuating Fuzzy Funnels
Rajsekhar Bhattacharyya, Robert de Mello Koch
TL;DR
This paper numerically studies the fluctuations of fuzzy funnel geometries formed by D-strings ending on D-branes, providing insights into their stability, moduli space, and comparison with supergravity linearized fluctuations.
Contribution
It offers a numerical analysis of fluctuations around fuzzy funnel geometries, enhancing understanding of their stability and moduli space.
Findings
Fluctuations analyzed numerically for D-string funnel geometries
Insights into stability and moduli space of solutions
Comparison with supergravity linearized fluctuations
Abstract
It is well known that a D-string ending on a D3, D5 or D7 brane is described in terms of a non-commutative fuzzy funnel geometry. In this article, we give a numerical study of the fluctuations about this leading geometry. This allows us to investigate issues related to the stability and moduli space of these solutions. We comment on the comparison to the linearized fluctuations in supergravity.
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