Experimental gate operation of entangled cat states in two Kerr parametric oscillators

ORAL

Abstract

A Kerr parametric oscillator (KPO) is parametrically driven weakly nonlinear oscillator and is one of the promising devices for quantum computing, quantum simulation and error correction because cat states can be generated and stabilized easily in this system [1]. We present our experimental efforts towards two-qubit gate operations for cat states in two-dimensional superconducting KPOs. The two KPOs are capacitively coupled, and the detuning between them is much larger than the coupling strength. The gate operation is performed by applying a parametric drive to one of the KPOs [2]. A tunable coupler is not required as our KPO supports three-wave mixing by itself. We create entangled cat states by using this gate operation. We will present experimental results on two-cat-qubit gate operations. This works will be the first step towards practical scaling for continuous variable quantum computation.

[1] Grimm, A., Frattini, N.E., Puri, S. et al. Stabilization and operation of a Kerr-cat qubit. Nature 584, 205–209 (2020)

[2] Hiroomi Chono, Two-qubit gate using conditional driving for highly detuned Kerr-nonlinear parametric oscillators, Phys. Rev. Research 4, 043054 (2022)

* This work was supported by JST [Moonshot R&D] [Grant Number JPMJMS2067].

Presenters

  • Toshiaki Nagase

    Tokyo University of Science

Authors

  • Toshiaki Nagase

    Tokyo University of Science

  • Daisuke Hoshi

    Tokyo University of Science

  • Sangil Kwon

    Tokyo university of science, Tokyo University of Science

  • Shohei Watabe

    Shibaura institute of technology, Shibaura Institute of Technology

  • Fumiki Yoshihara

    Tokyo University of Science, Tokyo University of Science, National Institute of Information and Communications Technology

  • Jaw-Shen Tsai

    Tokyo University of Science, Tokyo University of Science, RIKEN Center for Quantum Computing (RQC)