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  • Jake Taylor, NIST & KITP, Observation of buckling phase transitions with optomechanics
    Schedule Oct 28 2015 Observation of buckling phase transitions with optomechanics Jake Taylor NIST KITP See Observation of optomechanical buckling phase transitions arXiv 1510 04971 Other video options Author entry

    Original URL path: http://online.itp.ucsb.edu/online/denselight15/taylor/ (2015-11-02)
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  • Iacopo Carusotto, Univ. Trento & KITP, Driven-dissipative vs. conservative quantum dynamics in fluids of light: integer quantum Hall effects and quantum quenches
    quantum dynamics in fluids of light integer quantum Hall effects and quantum quenches Iacopo Carusotto Univ Trento KITP Other video options To begin viewing slides click on the first slide

    Original URL path: http://online.itp.ucsb.edu/online/denselight15/carusotto/ (2015-11-02)
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  • Michael Hartmann, Heriot-Watt Univ. & KITP, Consistent Mori Projector Theory for Quantum Many-Body Systems
    Projector Theory for Quantum Many Body Systems Michael Hartmann Heriot Watt Univ KITP See Self consistent projection operator theory for quantum many body systems Phys Rev B 89 245108 2014

    Original URL path: http://online.itp.ucsb.edu/online/denselight15/hartmann/ (2015-11-02)
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  • KITP Program: Many-Body Physics with Light
    breaking and encircling of exceptional points in coupled OM systems Slides Podcast Aud Cam 10 14 3 30pm Sebastian Diehl TU Dresden KITP Non equilibrium statistical mechanics of exciton polariton Notes Podcast Aud Cam 10 15 1 30pm David Snoke U Pittsburgh KITP New Possibilities with Long Lifetime Polaritons Slides Podcast Aud Cam 10 19 12 15pm Jacob Taylor NIST KITP The quest for interacting photons and optical matter Podcast Aud Cam KITP Blackboard Lunch 10 20 11 00am Giovanna Morigi Saarland Univ KITP Ion Coulomb crystals Thermodynamics quantum dynamics and simulations Podcast Aud Cam 10 21 3 30pm Sebastian Diehl Technische Univ Dresden KITP Keldysh formalism and driven Markovian quantum criticality Notes Podcast Aud Cam 10 22 1 30pm Marzena Szymanska Univ College London KITP On non equilibrium phase transitions in a driven dissipative polariton system Podcast Aud Cam 10 22 1 30pm Jinwu Ye Mississippi State Univ KITP Photon Berry phases Instantons and Schrodinger Cats with oscillating parities in cavity QED Podcast Aud Cam 10 27 11 00am Nir Davidson Weizmann Inst Simulating spin systems with dissipative coupled lasers Slides Podcast Aud Cam 10 28 3 30pm Jake Taylor NIST KITP Observation of buckling phase transitions with optomechanics

    Original URL path: http://online.itp.ucsb.edu/online/denselight15/schedule.html (2015-11-02)
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  • Iacopo Carusotto (INO-CNR BEC Center), An overview of quantum fluids of light: first successes and many exciting perspectives
    of quantum fluids of light first successes and many exciting perspectives Iacopo Carusotto INO CNR BEC Center Other video options To begin viewing slides click on the first slide below

    Original URL path: http://online.itp.ucsb.edu/online/denselight-c15/carusotto/ (2015-11-02)
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  • Alberto Amo (LPN-CNRS), Microcavity polaritons in lattices
    Schedule Oct 05 2015 Microcavity polaritons in lattices Alberto Amo LPN CNRS Other video options Author entry protected

    Original URL path: http://online.itp.ucsb.edu/online/denselight-c15/amo/ (2015-11-02)
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  • Florian Marquardt (Univ. of Erlangen-Nuremberg), Topological phases of sound and light
    2015 Topological phases of sound and light Florian Marquardt Univ of Erlangen Nuremberg Other video options To begin viewing slides click on the first slide below Or view as pdf

    Original URL path: http://online.itp.ucsb.edu/online/denselight-c15/marquardt/ (2015-11-02)
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  • Shanhui Fan (Stanford), Photonic gauge field as emerged from dynamic modulations: recent advances
    2015 Photonic gauge field as emerged from dynamic modulations recent advances Shanhui Fan Stanford Other video options To begin viewing slides click on the first slide below Or view as

    Original URL path: http://online.itp.ucsb.edu/online/denselight-c15/fan/ (2015-11-02)
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