Realizing 2D topologically ordered states and their phase transitions in a programmable quantum processor.

Abstract: The search for exotic quantum phases of matter is a central theme in condensed matter physics. The advent of programmable quantum hardware provides an unprecedented access to novel quantum states and represents a new avenue for probing the exotic properties associated with topological order.. In this talk, I will discuss our progress in realization of topologically ordered ground states based on exact efficient quantum circuit representations.

Quantum quenches for enhancing qubit-based quantum noise spectroscopy

Abstract: Qubit-based noise spectroscopy (QNS) techniques, where the dephasing of a probe qubit is exploited to study a system of interest, underlie some of the most common quantum sensing and noise characterization protocols. They have a variety of applications, ranging from designing effective quantum control protocols to investigating properties (phase transitions, thermodynamics, etc.) of quantum many-body systems.

Strong Coupling of Single Atoms in Optical Tweezers to a Fiber Cavity: Novel approaches to Cavity-Mediated Entanglement

Abstract: Neutral atom quantum processors can greatly benefit from integration with optical cavities. These optical interfaces can be used for fast readout for real time error detection and as a quantum networking node to entangle distant quantum processors. Here we present one candidate for such integration: a Fabry-Perot Fiber Cavity (FPFC). This system is compatible with optical tweezer arrays and enables strong coupling of multiple atoms with a single cavity mode.

Nobel Prizes in Physics and Chemistry Highlight Common Quantum Ground between Fields

The 2023 Nobel Prizes in chemistry and physics highlighted the interplay and collaboration that exist between the two fields thanks to the quantum underpinnings of all particle interactions. Physics and chemistry have both provided essential tools to each other in the effort to understand how tiny particles come together to form the complex world all around us.

Fault-tolerant hyperbolic Floquet quantum error correcting codes

A central goal in quantum error correction is to reduce the overhead of fault-tolerant quantum computing by increasing noise thresholds and reducing the number of physical qubits required to sustain a logical qubit. In this talk, I will introduce a potential path towards this goal based on a family of dynamically generated quantum error correcting codes that we call “hyperbolic Floquet codes.” These codes are defined by a specific sequence of non-commuting two-body measurements arranged periodically in time that stabilize a topological code on a hyperbolic manifold with negative curvature.

Topological Defects and Textures in Two-Dimensional Quantum Orders: Interplay of Symmetry Breaking and Topological Order

Abstract: The two most prevalent classes of ordered states in quantum materials are those arising from spontaneous symmetry breaking (SSB) and from topological order. However, a systematic study for their coexistence in interacting systems is still lacking. In this talk, I will discuss how the topological configuration in order parameter spaces from SSB (classical topology) interplays with the symmetry protected/enriched topological orders (quantum topology) in two spatial dimensions (2d). Three examples of such systems will be given.

New directions in quantum state learning and testing

Abstract: I will talk about:

. New efficient algorithms for quantum state tomography (the quantum analogue of estimating a probability distribution).

. Why you should care about the difference between total variation distance and Hellinger distance and KL divergence and chi-squared divergence.

. Quantum-inspired improvements to the classical problem of independence testing.

Includes joint work with Steven T. Flammia (Amazon)