In the large-n limit of the O(n) model on graphs, free energy at low T is governed by the Laplacian spectrum and at high T by the adjacency spectrum.
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Time-dependent modulation of nonlinearity stabilizes metastable nonlinear waves in non-PT-symmetric harmonic traps with complex potentials, unlike static designs alone.
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From Laplacian-to-Adjacency Matrix for Continuous Spins on Graphs
In the large-n limit of the O(n) model on graphs, free energy at low T is governed by the Laplacian spectrum and at high T by the adjacency spectrum.
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Dissipative Dynamics and Active Stabilization of Linear and Nonlinear Waves in Non-PT-Symmetric Harmonic Traps
Time-dependent modulation of nonlinearity stabilizes metastable nonlinear waves in non-PT-symmetric harmonic traps with complex potentials, unlike static designs alone.