Cavity Light-Matter Hybridization Driven by Quantum Fluctuations
Hybridizing light and matter by means of cavities can be used as a tool to influence material properties. In my talk I will discuss a model for strongly correlated fermions close to a quantum phase-transition coupled to a single mode of an optical cavity. Close to the critical point, light and matter degrees of freedom hybridize, which can be observed in an increase in their entanglement.
Exotic exciton phases and quantum spin liquids in quantum Hall bilayer and moire bilayer
Abstract: In this talk I will discuss some exotic phases of excitons beyond the conventional exciton condensation phase. (1) In the first part, I will consider a coulomb coupled quantum Hall bilayer at filling (1/3,-1/3). (Equivalently (1/3,2/3)) and then tune d/l_b.
Statistical mechanics models for hybrid quantum circuits
The central philosophy of statistical mechanics and random-matrix theory of complex systems is that while individual instances are essentially intractable to simulate, the statistical properties of random ensembles obey simple universal “laws”. This same philosophy promises powerful methods for studying the dynamics of quantum information in ideal and noisy quantum circuits – for which classical description of individual circuits is expected to be generically intractable.
Lieb-Robinson bounds and their application to disordered systems
The non-equilibrium dynamics of quantum many-body systems is a notoriously difficult topic of study, but one in which much progress is currently being made. Lieb-Robinson bounds have proven to be a valuable tool for obtaining both rigorous results and physical intuition. In this talk, after an introduction to the physical content of Lieb-Robinson bounds and a description of various applications, we discuss our recent work constructing bounds for systems with quenched disorder in 1D.
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.
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.
Machine Learning with In-Physics Computing
Abstract: This talk presents recent progress in photonic integrated circuits and solid-state artificial atoms for processing classical and quantum information in deep learning neural networks architectures. These developments can lead to faster and more energy-efficient computing architectures that solve problems with complexities beyond today’s systems.
Location: ATL 2400
Harnessing Synthetic Dimensions for Topological Photonics
Abstract: The dimensionality of a physical system strongly influences its classical and quantum behavior, be it for Ising phase transitions, or the recurrence properties of random walks, or for Anderson localization. Specifically for topological phenomena, richer topological and emergent phases can be expected in higher dimensions. However, experimentally realizing such high-dimensional systems is challenging in real space because it requires complicated spatial structures.
Simulating condensed matter physics in semiconductor moiré materials
Abstract: The discovery of moiré materials has enabled the studies of condensed matter phenomena in a simpler and more controllable fashion. To a good approximation, the system can be regarded as a lattice of tunable artificial atoms, bridging the gap between real solid-state materials and cold atom quantum simulators. In this talk, I will use an archetypal semiconductor moiré material, angle-aligned MoTe 2 /WSe 2 bilayers, to illustrate how a rich set of condensed matter phenomena can be “simulated” in a single material by simply adjusting the gate voltages in a field-effect device.
Topological Quantum Computation with Majorana zero-energy modes
Abstract: Research in quantum computing has offered many new physical insights and a potential to exponentially increase the computational power that can be harnessed to solve important problems in science and technology. The largest fundamental barrier to building a scalable quantum computer is errors caused by decoherence. Topological quantum computing overcomes this barrier by exploiting topological materials which, by their nature, limit errors.