Asymptotic reduction of a nonlinear Kagome lattice produces a novel 2+1D coupled NLS system whose solitary waves are further reduced via Lie symmetries.
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Asymptotic Analysis of discrete nonlinear localised modes in a Kagome lattice
Asymptotic reduction of a nonlinear Kagome lattice produces a novel 2+1D coupled NLS system whose solitary waves are further reduced via Lie symmetries.