Enhanced Worldvolume Supersymmetry and Intersecting Domain Walls in N=1 SQCD
A. Ritz, M. Shifman, A. Vainshtein
Abstract
We study the worldvolume dynamics of BPS domain walls in N=1 SQCD with Nf=N flavors, and exhibit an enhancement of supersymmetry for the reduced moduli space associated with broken flavor symmetries. We provide an explicit construction of the worldvolume superalgebra which corresponds to an N=2 Kahler sigma model in 2+1D deformed by a potential, given by the norm squared of a U(1) Killing vector, resulting from the flavor symmetries broken by unequal quark masses. This framework leads to a worldvolume description of novel two-wall junction configurations, which are 1/4-BPS objects, but nonetheless preserve two supercharges when viewed as kinks on the wall worldvolume.
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