Semester Calendar Date

Measurement and entanglement in atom arrays

Abstract: Arrays of neutral atoms promise to enable a variety of goals across quantum science, including quantum information processing, metrology, and many-body physics. While there have been recent significant improvements in quantum control, coherence times, and entanglement generation, one outstanding limitation is the efficient implementation of dissipation or measurement. An exciting possibility to overcome this challenge involves the integration of the atom array with an optical cavity, whereby strong coupling between atoms and light enables fast mid-circuit measurement.

Using circularly polarized light or stirring to control topological memory in a Chern insulator or induced direct current of neutral atoms in an optical lattice

Abstract: Under suitable experimental conditions, some twisted graphene multilayers and transition-metal dichalcogenides become Chern insulators, exhibiting the anomalous quantum Hall effect and orbital magnetization due to spontaneous valley polarization. We study (theoretically) the interaction of a Chern insulator with circularly polarized light, originating from the optical Stark energy shift. The interaction energy contains an antisymmetric term that couples the helicity of incident light and the Berry curvature of the electronic system.

Topological gauge theory for mixed Dirac stationary states in all dimensions

Abstract: Topological mixed quantum states in or out of equilibrium can arise in open quantum systems. Their linear responses are generally non-quantized, even though quantized topological invariants can be defined. In this talk, I will present a real-time U(1) topological gauge field action capable of reconciling this paradoxical phenomenology. In addition to non-quantized linear responses, this action encodes quantized non-linear responses associated with mixed state topology.

Krylov complexity and many-body localization

Abstract: Motivated by the recent progress of quantum chaos and quantum information scrambling, the growth of an operator under the Heisenberg evolution has attracted a lot of attentions. I will first introduce a recently proposed perspective on the operator growth problem from the Lanczos algorithm point of view and the associated “Krylov complexity”. While reviewing some of the recent results of Krylov complexity of the chaotic systems and integrable systems by other researchers, I will touch on our results about the  “Krylov complexity” of the many-body localization (MBL) systems.

A Tale of Two Disciplines: Non-Abelian Eigenstate Thermalization Hypothesis

Abstract: Why do chaotic quantum many-body systems thermalize internally? The eigenstate thermalization hypothesis (ETH) explains why if the Hamiltonian lacks degeneracies. If the Hamiltonian conserves one quantity ("charge"), the ETH implies thermalization within an eigenspace of the charge—in a microcanonical subspace. However, quantum systems can have charges that fail to commute with each other and so share no eigenbasis; microcanonical subspaces may not exist. Worse, the Hamiltonian will have degeneracies, so the ETH need not imply thermalization.

Building Quantum Networks from Space

Abstract: The SpooQy-1 project designed, built and operated a source of polarisation entangled photon-pairs onboard a CubeSat for over 600 days. From the lessons learned in the SpooQy-1 mission, the Singapore-based team is working towards performing entanglement distribution from a small satellite to ground receivers. In this talk, I will share observations about the performance of the satellite, the entangled photon source, and the single photon detectors in orbit. These data has been used to validate some very useful models for predicting the effect of radiation on components.

Careers in science communications and journalism

Karmela Padavic-Callaghan is a science writer reporting on physics, materials science and quantum technology for New Scientist. Karmela earned a PhD in theoretical condensed matter physics and atomic, molecular, and optical physics from the University of Illinois Urbana Champaign and her research has been published in peer reviewed journals including Physical Review Letters and New Journal of Physics.