Stochastic noise constructively enhances edge self-healing in non-Hermitian systems: weak noise aligns finite-time Lyapunov exponents to prolong healing, while strong noise induces effective non-unitary drift-diffusion for universal asymptotic recovery.
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Syncopated Bessel beams are a new family of exact paraxial solutions generated by sinusoidal azimuthal phase modulation at the source, producing off-axis deflection and symmetry shift while retaining self-scaling invariance.
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Noise-Enhanced Self-Healing Dynamics in Non-Hermitian Systems
Stochastic noise constructively enhances edge self-healing in non-Hermitian systems: weak noise aligns finite-time Lyapunov exponents to prolong healing, while strong noise induces effective non-unitary drift-diffusion for universal asymptotic recovery.
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Syncopated Bessel beams
Syncopated Bessel beams are a new family of exact paraxial solutions generated by sinusoidal azimuthal phase modulation at the source, producing off-axis deflection and symmetry shift while retaining self-scaling invariance.