Quantum optics with quantum gases probe n(cf. this pape probe ao (cf Ref [26 for details) PHYSICAL REVIEW A NO. 01360!(2009) Quantum optics with quantum gases: Controlled state reduction by designed light scattering mode a Igor B. Mekhov and Helmut Ritsch atomic sta Light detectio i Quantum i back-action ISSN 1054-660x, Laser Physics, 2009, liL. 19. No. 4. pp. 6l0-615. PHYSICS OF COLD o Pleiades Publishing Lit, 200 Ongina Ten D Astn Ld 200s TRAPPED ATOMS Quantum Optics with Quantum Gases I B. Mekhov A, and H Ritsch
Quantum optics with quantum gases
APS March Meeting, Dallas, 2011 Strong local field effect on dynamics of a dilute atomic gas irradiated by two counter-propagating optical fields beyond standard optical lattices
Strong local field effect on dynamics of a dilute atomic gas irradiated by two counter-propagating optical fields: beyond standard optical lattices APS March Meeting, Dallas, 2011
Optical lattice: formed by counterpropagating beams Splitting, reflecting and diffracting matter waves decelerating a supersonic molecular beam Bose-/Fermi- Hubbard model (Quantum simulation of strongly correlated many-body systems Precision measurement
Optical lattice: formed by counterpropagating beams. Splitting, reflecting and diffracting matter waves. decelerating a supersonic molecular beam Bose-/Fermi- Hubbard model (Quantum simulation of strongly correlated many-body systems) Precision measurement
One of the hottest topics on cold atoms is quantum simulation of strongly correlated many-body systems with optical lattices We need precision analysis of current optical lattice experiments for strictly testing strong-correlation theories We can improve precision by improving numerical and analytical technologies But good understanding of optical lattices could be one essential step, which has not been discussed before
One of the hottest topics on cold atoms is quantum simulation of strongly correlated many-body systems with optical lattices . We need precision analysis of current optical lattice experiments for strictly testing strong-correlation theories. good understanding of optical lattices could be one essential step, which has not been discussed before. We can improve precision by improving numerical and analytical technologies. But