Matrix description of D-branes on 3-spheres
Jacek Pawelczyk, Harold Steinacker

TL;DR
This paper introduces a matrix model for D0-branes on a 3-sphere that incorporates quantum group symmetries, capturing finite-radius effects and reproducing known properties at large scales.
Contribution
It presents a novel matrix model for D-branes on S^3 using quantum group symmetries, extending beyond traditional models for finite sphere radius.
Findings
Model captures finite-radius effects of S^3
Reproduces known static properties at large k
Provides results beyond ordinary matrix models
Abstract
We discuss a matrix model for D0-branes on S^3 \times M^7 based on quantum group symmetries. For finite radius of S^3 (i.e. for finite k), it gives results beyond the reach of the ordinary matrix model. For large k all known static properties of branes on S^3 are reproduced.
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