TL;DR
This paper reviews and extends the algebraic construction of open descendants, applying it to c=1 models, and provides detailed chiral data for extended free boson orbifolds, including fusing and braiding matrices.
Contribution
It introduces new algebraic methods for constructing open descendants at c=1 and supplies detailed chiral data for extended free boson orbifolds, verifying key consistency identities.
Findings
Fusing and braiding matrices for untwisted sectors are computed.
Pentagon and hexagon identities are verified for the untwisted sector.
Chiral data for mixed and twisted sectors are also provided.
Abstract
The algebraic construction of open descendants is reviewed and extended. The procedure is applied to c=1 models. Chiral data for the case of extended free boson orbifolds is presented, in the form of fusing and brading matrices for the untwisted sector. For this sector the pentagon and hexagon identities are checked. Some chiral data concerning the mixed and twisted sectors is also presented.
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Taxonomy
TopicsBlack Holes and Theoretical Physics · Quantum Chromodynamics and Particle Interactions · Particle physics theoretical and experimental studies