Yonah Lemonik

Time-resolved spectral density of interacting fermions following a quench to a superconducting critical point

Results are presented for the time evolution of fermions initially in a non-zero temperature normal phase, following the switch on of an attractive interaction. The dynamics are studied in the disordered phase close to the critical point, where the superfluid fluctuations are large. The analysis is conducted within a two-particle irreducible, large

Entanglement properties of Floquet Chern insulators

N

Quantum memory effects in disordered systems and their relation to1/fnoise

approximation. The system is considered from the perspective of critical quenches where it is shown that the fluctuations follow universal model A dynamics. A signature of this universality is found in a singular correction to the fermion lifetime, given by a scaling form

Entanglement properties of the critical quench of O ( N ) bosons

t^{(3-d)/2}S_d(\varepsilon^2 t)

Quench dynamics of superconducting fluctuations and optical conductivity in a disordered system

, where

Model Predictions for Time-Resolved Transport Measurements Made near the Superfluid Critical Points of Cold Atoms and K3C60 Films

d

Central Charge of Periodically Driven Critical Kitaev Chains

is the spatial dimension,

Transport Signatures of Non-equilibrium Criticality in Quenched Superfluids

t

Transport signatures of transient superfluids

is the time since the quench, and

Time resolved optical conductivity in interacting fermionic systems after a quantum quench

\varepsilon