Lustig Award Session

INVITED · K01 · ID: 764806

Presentations

  • Bose Einstein Condensate of Spontaneously formed Triplet Excitons in Yin-Yang Flat Bands

    ORAL · Invited

    –

    Publication: [1] Sethi, G., Cuma, M., & Liu, F. (2022). Excitonic Bose-Einstein Condensate in Flat Conduction and Valence Bands of Opposite Chirality. Under Review.
    [2] Zhou, Y.*, Sethi, G.*, Liu, H., Wang, Z., & Liu, F. (2022). Excited quantum anomalous and spin Hall effect: dissociation of flat-bands-enabled excitonic insulator state. Nanotechnology, 33(41), 415001.
    [3] Liu, H.*, Sethi, G.*, Sheng, D. N., Zhou, Y., Sun, J. T., Meng, S., & Liu, F. (2022). High-temperature fractional quantum Hall state in the Floquet kagome flat band. Physical Review B, 105(16), L161108.
    [4] Sethi, G., Zhou, Y., Zhu, L., Yang, L., & Liu, F. (2021). Flat-band-enabled triplet excitonic insulator in a diatomic kagome lattice. Physical Review Letters, 126(19), 196403.
    * Authors contributed equally to the work

    Presenters

    • Gurjyot S Sethi

      University of Utah

    Authors

    • Gurjyot S Sethi

      University of Utah

    • Feng Liu

      University of Utah

    View abstract →

  • Interdisciplinary Applications of Physics and Machine Learning

    ORAL · Invited

    –

    Publication: 1) Balytskyi, Y., Bendesky, J., Paul, T., Hagen, G., & McNear, K. (2021). Raman spectroscopy in open world learning settings using the Objectosphere approach. arXiv preprint arXiv:2111.06268, currently under review.

    Code can be found here: https://github.com/BalytskyiJaroslaw/RamanOpenSet

    2) Balytskyi, Y., & Gao, J. (2021). NNLO soft function for threshold single inclusive jet production. Physical Review D, 104(5), 054032.

    Code can be found here: https://github.com/BalytskyiJaroslaw/NNLLs

    3) Balytskyi, Y., Hoyer, D., Pinchuk, A., & Williams, L. (2021). New physical parameterizations of monopole
    solutions in five-dimensional general relativity and the role of negative scalar field energy in vacuum
    solutions. Journal of Physics Communications, 5(12), 125014.

    4) Balytskyi, Y. (2020). Applying new physics to the problems of the ?? ? ?0?? decay. Letters in High Energy Physics.

    5) Balytskyi, Y. (2022), Leptophobic dark photon interpretation of the ?(?)??0(?)?? puzzle, arXiv:2112.02769, currently under review.

    Code can be found here: https://github.com/BalytskyiJaroslaw/DarkPhoton

    6) Raavi, M., Wuthier, S., Chandramouli, P., Balytskyi, Y., Zhou, X., & Chang, S.-Y. (2021). Security comparisons and performance analyses of post-quantum signature algorithms. In International Conference on Applied Cryptography and Network Security (pp. 424–447). Springer.

    7) Balytskyi, Y., Raavi, M., Kotukh, Y., Khalimov, G., & Chang, S.-Y. (2022). PT -symmetric Bayesian parameter estimation on a superconducting quantum processor. In ICC 2022-IEEE International Conference on Communications (pp. 1–6). IEEE.

    8) Balytskyi, Y., Raavi, M., & Chang, S.-Y. (2021). PT-enhanced Bayesian parameter estimation. In 2021 IEEE International Conference on Quantum Computing and Engineering (QCE) (pp. 60–70). IEEE.

    9) Balytskyi, Y., Raavi, M., Pinchuk, A., & Chang, S.-Y. (2021). Detecting bias in randomness by PT-symmetric quantum state discrimination. In ICC 2021-IEEE International Conference on Communications (pp. 1–6). IEEE.

    10) Najee-Ullah, A., Landeros, L., Balytskyi, Y., & Chang, S.-Y. (2021). Position paper: Towards detection of AI-generated texts and misinformation. In Conference: STAST 2021, socio-technical aspects in security. 11th Workshop on Socio-Technical Aspects in Security.

    11) Khalimov, G., Kotukh, Y., Chang, S.-Y., Balytskyi, Y., Kolisnyk, M., Khalimova, S., & Marukhnenko, O. (2021). Encryption scheme based on the generalized Suzuki 2-groups and homomorphic encryption. In Silicon Valley Cybersecurity Conference (pp. 59–76). Springer.

    12) Y. Balytskyi, M. Raavi, A. Pinchuk, and S.-Y. Chang, PT -symmetric Quantum Discrimination of Three States, arXiv:2012.14897v2.

    Our theoretical scheme for the three-state PT-symmetric discrimination described in arXiv:2012.14897v2 was recently (August 2022) implemented experimentally in [PHYSICAL REVIEW A 106, 022438 (2022)], see Ref. [38] there.

    "The PT-symmetric Hamiltonian can also be applied to discriminate three nonorthogonal arbitrary states [38]."

    Presenters

    • Yaroslav Balytskyi

      University of Colorado Colorado Springs

    Authors

    • Yaroslav Balytskyi

      University of Colorado Colorado Springs

    View abstract →