Trapped-ion experiment realizes temporal DQPTs in Dicke model, extracting rate function turn-around points in quantitative agreement with theory for both symmetric/asymmetric initial states and with dissipation.
Mivehvar, Phys
4 Pith papers cite this work. Polarity classification is still indexing.
citation-role summary
citation-polarity summary
years
2026 4verdicts
UNVERDICTED 4roles
background 1polarities
background 1representative citing papers
In the open coupled-top Dicke model, photon loss induces spontaneous synchronization and two distinct dissipative quantum scars, one protected with persistent revivals and one showing slow decay linked to chaos-assisted tunneling for small spins.
A general quantity from Landau free energy shows superradiant transitions can enhance or suppress fermionic pairing and superconducting gaps in two-order-parameter systems, as verified in Rabi and Dicke models.
Classifies two-order-parameter systems into categories based on free-energy coupling terms, each yielding different phase diagrams and critical scalings.
citing papers explorer
-
Temporal Dynamical Quantum Phase Transition in Dicke Model with Trapped Ions
Trapped-ion experiment realizes temporal DQPTs in Dicke model, extracting rate function turn-around points in quantitative agreement with theory for both symmetric/asymmetric initial states and with dissipation.
-
Chaos to Synchronization and Dissipative Quantum Scarring in Open Coupled top-Dicke model in a Lossy Cavity
In the open coupled-top Dicke model, photon loss induces spontaneous synchronization and two distinct dissipative quantum scars, one protected with persistent revivals and one showing slow decay linked to chaos-assisted tunneling for small spins.
-
Superradiance enhances and suppresses fermionic pairing based on universal critical scaling in two order parameters systems
A general quantity from Landau free energy shows superradiant transitions can enhance or suppress fermionic pairing and superconducting gaps in two-order-parameter systems, as verified in Rabi and Dicke models.
-
Universal classification of continuous phase transitions with two order parameters
Classifies two-order-parameter systems into categories based on free-energy coupling terms, each yielding different phase diagrams and critical scalings.