activity
20122020
most citedSignatures of a dissipative phase transition in photon correlation measurements

174 citations · 203 across the 4 of their papers we have counts for

collaborators

6 papers

math.NT2020

Recursively abundant and recursively perfect numbers

Thomas Fink

The divisor function sums the divisors of . We call abundant when and perfect when . I recently introduced the recursive divisor function…

quant-ph2019

Second-order photon correlation measurement with picosecond resolution

Aymeric Delteil, Chun Tat Ngai, Thomas Fink +1

The second-order correlation function of light constitutes a pivotal tool to quantify the quantum behavior of an emitter and in turn its potential for quantum informat…

cond-mat.mes-hall2018

Quantum correlations of confined exciton-polaritons

Aymeric Delteil, Thomas Fink, Anne Schade +3

Cavity-polaritons in semiconductor microstructures have emerged as a promising system for exploring nonequilibrium dynamics of many-body systems. Key advances in this field, includ…

quant-ph2017174 cited

Signatures of a dissipative phase transition in photon correlation measurements

Thomas Fink, Anne Schade, Sven Höfling +2

Understanding and characterizing phase transitions in driven-dissipative systems constitutes a new frontier for many-body physics. A generic feature of dissipative phase transition…

math.FA20172 cited

Higher order analysis of the geometry of singularities using the Taylorlet transform

Thomas Fink

We consider an extension of the continuous shearlet transform which additionally uses higher order shears. This extension, called the Taylorlet transform, allows for a detection of…

quant-ph201227 cited

Noise Spectroscopy Using Correlations of Single-Shot Qubit Readout

Thomas Fink, Hendrik Bluhm

A better understanding of the noise causing qubit decoherence is crucial for improving qubit performance. The noise spectrum affecting the qubit may be extracted by measuring depha…