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Critical Dynamics in Quadratic Models by cuz8al0qq is a document available to read on EtoBox.
What is Critical Dynamics in Quadratic Models about?
This document investigates critical transport and the dynamical exponent in short-range quadratic Hamiltonians through the spreading of localized particles in lattice dimensions. It establishes a relationship between the critical dynamical exponent and the lattice and spectral fractal dimensions, revealing that superdiffusive and diffusive transport cannot be critical in certain dimensions. The findings provide insights into critical dynamics in disordered and quasiperiodic models, particularly through exam
- Author
- cuz8al0qq
- Language
- EN