Effective Lagrangian of Domain Wall Networks
Abstract
Domain wall networks are studied in N=2 supersymmetric U(NC) gauge theory with NF (>NC) flavors. We find a systematic method to construct domain wall networks in terms of moduli matrices. Normalizable moduli parameters of the network are found to be sizes and phases of the loop. We obtain moduli space metric which specifies the effective Lagrangian on the domain wall networks. It is used to study dynamics of domain wall networks with the moduli approximation.
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