Coupled lasers in a 100-site array map percolation to phase locking with a threshold matching classical predictions, but nonlinear mode competition at low pump alters the transition nature.
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Dynamical RG on sheared O(n) model identifies new stable Gaussian fixed point with upper critical dimensions d_up=2 (Model A) and d_up=0 (Model B), making mean-field behavior valid in low dimensions and lowering the lower critical dimension below 2.
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Percolation with coupled lasers: effect of non-linearities on the phase transition
Coupled lasers in a 100-site array map percolation to phase locking with a threshold matching classical predictions, but nonlinear mode competition at low pump alters the transition nature.
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Dynamical renormalization group analysis of $O(n)$ model in steady shear flow
Dynamical RG on sheared O(n) model identifies new stable Gaussian fixed point with upper critical dimensions d_up=2 (Model A) and d_up=0 (Model B), making mean-field behavior valid in low dimensions and lowering the lower critical dimension below 2.