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Emergent Majorana Fermion in Cavity QED Lattice

Emergent Majorana Fermion in Cavity QED Lattice. Dr. Sujit Sarkar Poornaprajna Institute of Scientific Research, Bangalore-560 080 Acknowledgement: Raman Research Institute Library And CCMT of Phys. Dept of IISc Bangalore. Out Line of the Talk:. (1). What is Majorana Fermion ?

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Emergent Majorana Fermion in Cavity QED Lattice

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  1. Emergent MajoranaFermion in Cavity QED Lattice Dr. SujitSarkar Poornaprajna Institute of Scientific Research, Bangalore-560 080 Acknowledgement: Raman Research Institute Library And CCMT of Phys. Dept of IISc Bangalore

  2. Out Line of the Talk: (1). What is MajoranaFermion? (2). What is Optical Cavity QED? (3). Motivation. (4). Interesting Experiments. (5). Model Hamiltonians. (6). Results and Discussions. (7). Conclusions.

  3. MajoranaFermion?

  4. Majorana Fermions in Quantum Condensed Matter System (1). QH system with filling fraction 5/2. (2). Kitaev: Majorana Fermions modes in one dimensional model. (3). Edge state of 1D system: Electrostatic defect lines in superconductor and quasi one dimensional superconductor. (4). Cold atoms trapped in one-dimension. (5). Topological quantum computation. What is about Cavity QED?

  5. MajoranaFermion in Superconductor

  6. Motivation: (1). Interesting Experimental Findings. (2). Application of Quantum Many Body Physics and Quantum Field Theoretical Aspects in Cavity QED.

  7. Light Crystallization:

  8. Reference: Matrin B Plenio et al. (1). Laser and Photonics Reviews, August 19, 2008. (2). Phys. Rev. Lett 99, 103601 (2007). (3). Phys. Rev. Lett 99, 160501 (2007). (4). Nature Physics 2, 849 (2006).

  9. Effective Spin Model

  10. o0

  11. Luttinger Liquid Physics Intrinsic in Cavity QED Lattice

  12. Cavity QED Lattice Physics in XY Model

  13. Conclusions: (1). We express cavity QED lattice system in integrable quantum spin system. (2). Elementary excitation of the cavity QED lattice is the Majorana fermions. (3). We have derived the Dirac equation for the cavity QED lattice and the condition for the massless excitations. (4). We have derived the condition in terms of Rabi frequency oscillations and coupling strengths where the physics of Transverse Ising model and anisotropic XY model are the same.

  14. Thank You

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