For general 1+1 scalar field models, every kink n-cluster obeys a universal asymptotic law with gaps 2 log(κt) - log(Mk(n-k)/2), and all such clusters form an n-dimensional manifold parameterized by kink positions.
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Classification of kink clusters for scalar fields in dimension 1+1
For general 1+1 scalar field models, every kink n-cluster obeys a universal asymptotic law with gaps 2 log(κt) - log(Mk(n-k)/2), and all such clusters form an n-dimensional manifold parameterized by kink positions.