Experimental observation of ghost states from saddle-node bifurcations in an optical cavity, with lifetimes exceeding the photon lifetime by over ten orders of magnitude via nonlinear response with memory.
Goldenfeld,Lectures on phase transitions and the renormalization group(CRC Press, 2018)
7 Pith papers cite this work. Polarity classification is still indexing.
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UNVERDICTED 7representative citing papers
A new QMC estimator shows diverging superfluid density in the long-range 1d XY model as the interaction exponent alpha approaches zero.
A driven hard-disk model reveals that conservation laws and slow glassy dynamics select among |q|KPZ, wet-|q|KPZ, and a new universality class for active-matter interfaces.
Derives asymptotic real-space decay of flat-band projectors: exponential with algebraic prefactor for linearly independent CLS, compact for orthogonal limit, and power-law for singular limit with diverging localization length.
A new ratio R3 from eigen-microstate spectral weights tracks third-order pseudo-transitions across Ising and Potts models on lattices and networks.
A renormalization group scheme with running normalization collapses eigenvalue spectra of Wigner and Wishart matrices modified by power-law variance profiles, confirmed via fixed-point equations and simulations.
Monte Carlo study of the Edwards-Anderson model finds that disorder modifies some critical exponents while a subgroup of exponents and fractal dimensions stays invariant, defining a strong universality class.
citing papers explorer
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Ghost State of Light
Experimental observation of ghost states from saddle-node bifurcations in an optical cavity, with lifetimes exceeding the photon lifetime by over ten orders of magnitude via nonlinear response with memory.
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Superfluidity in the spin-1/2 XY model with power-law interactions
A new QMC estimator shows diverging superfluid density in the long-range 1d XY model as the interaction exponent alpha approaches zero.
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Conservation laws and slow dynamics determine the universality class of interfaces in active matter
A driven hard-disk model reveals that conservation laws and slow glassy dynamics select among |q|KPZ, wet-|q|KPZ, and a new universality class for active-matter interfaces.
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Real space decay of flat band projectors from compact localized states
Derives asymptotic real-space decay of flat-band projectors: exponential with algebraic prefactor for linearly independent CLS, compact for orthogonal limit, and power-law for singular limit with diverging localization length.
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Spectral Signatures of Third-Order Pseudo-Transitions in Finite Systems: An Eigen-Microstate Approach
A new ratio R3 from eigen-microstate spectral weights tracks third-order pseudo-transitions across Ising and Potts models on lattices and networks.
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Renormalization group for spectral collapse in random matrices with power-law variance profiles
A renormalization group scheme with running normalization collapses eigenvalue spectra of Wigner and Wishart matrices modified by power-law variance profiles, confirmed via fixed-point equations and simulations.
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Strong universality class in disordered systems
Monte Carlo study of the Edwards-Anderson model finds that disorder modifies some critical exponents while a subgroup of exponents and fractal dimensions stays invariant, defining a strong universality class.