
TL;DR
This paper analyzes D-brane charges on the SO(3) group manifold using conformal field theory, revealing a different charge group due to a specific Z_2-orbifold and confirming results with K-theory calculations.
Contribution
It introduces a new Z_2-orbifold action on SU(2) that affects D-brane charge classification on SO(3), extending previous work with novel boundary state analysis.
Findings
Different charge group from previous orbifold models
Agreement with K-theory computations
Analysis of both symmetric and less symmetric branes
Abstract
In this letter we discuss charges of D-branes on the group manifold SO(3). Our discussion will be based on a conformal field theory analysis of boundary states in a Z_2-orbifold of SU(2). This orbifold differs from the one recently discussed by Gaberdiel and Gannon in its action on the fermions and leads to a drastically different charge group. We shall consider maximally symmetric branes as well as branes with less symmetry, and find perfect agreement with a recent computation of the corresponding K-theory groups.
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