2013
Öztop, B., E. Müstecaplıoğlu, and H. E. Türeci. “Collective Excitations of a Laser Driven Atomic Condensate in an Optical Cavity.” Laser Physics 23.2 (2013): 025501.
Ge, Li, and Hakan E. Türeci. “Antisymmetric PT-Photonic Structures With Balanced Positive- and Negative-Index Materials.” Physical Review A 88.5 (2013): n. pag.
Schiró, M. et al. “Quantum Phase Transition of Light in the Rabi–Hubbard Model.” Journal of Physics B: Atomic, Molecular and Optical Physics 46.22 (2013): 224021.
Kulkarni, Manas, Baris Öztop, and Hakan E. Türeci. “Cavity-Mediated Near-Critical Dissipative Dynamics of a Driven Condensate.” Physical Review Letters 111.22 (2013): n. pag.
2012
Schiró, M. et al. “Erratum: Phase Transition of Light in Cavity QED Lattices [Phys. Rev. Lett.109, 053601 (2012)].” Physical Review Letters 109.22 (2012): n. pag.
Schiró, M. et al. “Phase Transition of Light in Cavity QED Lattices.” Physical Review Letters 109.5 (2012): n. pag.
Öztop, Barış et al. “Excitations of Optically Driven Atomic Condensate in a Cavity: Theory of Photodetection Measurements.” New Journal of Physics 14.8 (2012): 085011.
Nissen, Felix et al. “Nonequilibrium Dynamics of Coupled Qubit-Cavity Arrays.” Physical Review Letters 108.23 (2012): n. pag.
Houck, Andrew A., Hakan E. Türeci, and Jens Koch. “On-Chip Quantum Simulation With Superconducting Circuits.” Nature Physics 8.4 (2012): 292–299.
Liertzer, M. et al. “Pump-Induced Exceptional Points in Lasers.” Physical Review Letters 108.17 (2012): n. pag.
2011
Ge, Li et al. “Unconventional Modes in Lasers With Spatially Varying Gain and Loss.” Physical Review A 84.2 (2011): n. pag.
Hoffman, A. J. et al. “Dispersive Photon Blockade in a Superconducting Circuit.” Physical Review Letters 107.5 (2011): n. pag.
Türeci, Hakan E. et al. “Many-Body Dynamics of Exciton Creation in a Quantum Dot by Optical Absorption: A Quantum Quench towards Kondo Correlations.” Physical Review Letters 106.10 (2011): n. pag.
2010
Tomadin, A. et al. “Signatures of the Superfluid-Insulator Phase Transition in Laser-Driven Dissipative Nonlinear Cavity Arrays.” Physical Review A 81.6 (2010): n. pag.
Claassen, M., Hakan E. Türeci, and Atac Imamoğlu. “Solid-State Spin-Photon Quantum Interface Without Spin-Orbit Coupling.” Physical Review Letters 104.17 (2010): n. pag.
Claassen, M., and Hakan E. Türeci. “Constant Flux States and Their Applications.” Optical Processes in Microparticles and Nanostructures. Volume 6. WORLD SCIENTIFIC, 2010. 269–281.
Andreasen, J. et al. “Modes of Random Lasers.” Advances in Optics and Photonics 3.1 (2010): 88.
Schmidt, S. et al. “Nonequilibrium Delocalization-Localization Transition of Photons in Circuit Quantum Electrodynamics.” Physical Review B 82.10 (2010): n. pag.
Tomadin, A. et al. “Publisher’s Note: Signatures of the Superfluid-Insulator Phase Transition in Laser-Driven Dissipative Nonlinear Cavity Arrays [Phys. Rev. A81, 061801 (2010)].” Physical Review A 82.1 (2010): n. pag.
Ferretti, Sara et al. “Photon Correlations in a Two-Site Nonlinear Cavity System under Coherent Drive and Dissipation.” Physical Review A 82.1 (2010): n. pag.
2009
Carusotto, I. et al. “Fermionized Photons in an Array of Driven Dissipative Nonlinear Cavities.” Physical Review Letters 103.3 (2009): n. pag.
Gerace, Dario et al. “The Quantum-Optical Josephson Interferometer.” Nature Physics 5.4 (2009): 281–284.
2008
Ge, Li et al. “Quantitative Verification of Ab Initio Self-Consistent Laser Theory.” Optics Express 16.21 (2008): 16895.
Galland, Christophe et al. “Non-Markovian Decoherence of Localized Nanotube Excitons by Acoustic Phonons.” Physical Review Letters 101.6 (2008): n. pag.
Türeci, H. E. et al. “Strong Interactions in Multimode Random Lasers.” Science 320.5876 (2008): 643–646.
Abstract
Unlike conventional lasers, diffusive random lasers (DRLs) have no resonator to trap light and no high-Q resonances to support lasing. Because of this lack of sharp resonances, the DRL has presented a challenge to conventional laser theory. We present a theory able to treat the DRL rigorously and provide results on the lasing spectra, internal fields, and output intensities of DRLs. Typically DRLs are highly multimode lasers, emitting light at a number of wavelengths. We show that the modal interactions through the gain medium in such lasers are extremely strong and lead to a uniformly spaced frequency spectrum, in agreement with recent experimental observations.
Rotter, Stefan et al. “Interacting Quantum Dot Coupled to a Kondo Spin: A Universal Hamiltonian Study.” Physical Review Letters 100.16 (2008): n. pag.
Fält, Stefan et al. “Strong Electron-Hole Exchange in Coherently Coupled Quantum Dots.” Physical Review Letters 100.10 (2008): n. pag.
Türeci, Hakan E. et al. “Ab Initio Self-Consistent Laser Theory and Random Lasers.” Nonlinearity 22.1 (2008): C1–C18.