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from Part II - Solitons and Topology; Non-Abelian Theory
Published online by Cambridge University Press: 04 March 2019
We study the moduli space of solitons, scattering of them in the moduli space approximation, and collective coordinate quantization. After a general analysis of the scattering in the moduli space approximation, we consider the example of scattering of two ANO vortices in the Abelian–Higgs model, and find the moduli space metric and interaction potential for the vortices. We then define collective coordinates and, after showing how to change coordinates in a quantum Hamiltonian, we apply to collective coordinates to define their quantization procedure.
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