By the accumulation of numerous random collisions, spins of noble gas and alkali gas can be strongly coupled, allowing for the exchange of non-classical states with high fidelity.

Treating a clock as a quantum mechanical system reveals a quadratically improved accuracy compared to a purely classical clock of the same size.

Full connectivity across many trapped ion and Rydberg modules is possible in a new quantum processor architecture that exploits optical cavities and heralded single photons.

A list of open theoretical problems, which solutions could lead to breakthrough developments in quantum information, is thoughtfully suggested.

A pedagogical introduction to the consistent methods in open quantum systems dynamics, to treat electron-photon interactions in strongly coupled and correlated quantum emitter ensembles is presented.

Beating metrological challenges with quantum light: The basic principles of parameter estimation are pedagogically explained, including fundamental experimental considerations.

Multimode cat states can be stabilized and prepared in a scalable fashion using methods of dissipation engineering in conjunction with coupled arrays of nonlinear resonators.

A graphical language based on the ZX-calculus is introduced to represent and reason about many-body states, providing an innovative and powerful tool for exploring condensed-matter physics.

Specific class of collisional models is shown to exhibit steady-states of matter which only exist because measurements are being performed continually.

A theory for quantum transport with non-commuting operators is developed and applied to the joint problems of the transport of heat and radiation squeezing.

By the accumulation of numerous random collisions, spins of noble gas and alkali gas can be strongly coupled, allowing for the exchange of non-classical states with high fidelity.

A method to reduce the problem of simulating Gaussian boson sampling to the one of computing pure-state probability amplitudes is developed and benchmarked.

Experiment shows an unambiguous violation of macro-realism for single photons using different versions of Leggett-Garg inequalities with non-invasive measurements, also providing a powerful platform for harnessing the non-classicality of photons in quantum technologies.

The simulation ability of quantum Hamiltonians that can be used to analogue simulate all other Hamiltonians, is classified by their complexity classes.

A method of classically forged entanglement is used to simulate a 2N-qubit system with only N qubits, which is illustrated on the case of 5 qubits simulating 10 spin orbitals of the ground state of the water molecule.

An efficient matching decoder for the color code with boundaries that corrects high-weight errors is proposed, leading to competitive results of practical relevance.

A generalization of discrete-modulation for quantum communication is presented, allowing one to encode classical information into global multi-mode features rather than local modulations.

A parametric surface acoustic wave resonator is developed using a superconducting architecture and used to demonstrate multimode entanglement of acoustic phonons.

A fundamental relationship between expressibility and trainability of an ansatz is derived, providing designing strategies that help to avoid barren plateaus.

If a resonant photon gets transmitted through an absorptive atom cloud, does it nevertheless cause atoms to spend time in the excited state?

A highly-optimized version of the surface-GKP code is introduced, showing how to ease the requirements to achieve fault-tolerance and prepare the necessary GKP state.

The atomic quantum simulator is built to mimic solid-state material in a curved space, observing the emergence of topological features in such a system.

A systematic approach with optimal sample efficiency is presented to bridge the gap between needed theoretical simplifications and real-life conditions.

A highly-optimized approach to eigenvalue estimation is presented, circumvented many drawbacks of traditional methods, such as qubits overhead.

Treating a clock as a quantum mechanical system reveals a quadratically improved accuracy compared to a purely classical clock of the same size.

Two quantum algorithms to simulate the dynamics of open quantum systems weakly interacting with the environment are developed that can be applied in variety of different scenarios.

An efficient method was developed to simulate solid-state open systems that are simultaneously influenced by several kinds of environments in a non-perturbative way.

Dynamics of a levitated nanoparticle, transitioning from harmonic to double-well potential, is studied from the viewpoint of quantum thermodynamics.

An open quantum system, where system-environment couplings are periodically modulated, is studied, and formalism is developed to apply optimal control and machine learning techniques to quantum thermal machines.

Machine learning and quantum algorithms can help in solving matrix models, learning about quantum gravity, and the role played by entanglement.

Surprises on the variance of surprisal: it tells us more about the single-shot setting than previously expected.

A geometric approach to quantum thermal machines is exploited to find optimal cycles for heat-work conversion with minimal dissipation.

The statistics of the monitored quantum state dynamics are analyzed enabling characterization of a quantum system undergoing continuous measurement.

A method to rapidly prepare a spin-nematic squeezed eigenstate via double-quench of the Hamiltonian is presented, enabling a significant reduction in state preparation time.

An architectural analysis for a fault-tolerant quantum computer is thoroughly presented: With 1,000 superconducting circuit components, problems currently intractable for classical computers could be solved.

Recent advances in the trapping and manipulation of ions, protons, antiprotons, and electrons can lead to increased sensitivity for detecting an important dark matter candidate.

A lattice surgery protocol is introduced to optimize quantum computing, helping to eliminate extra circuit components and gate scheduling complexities, or reduce runtimes and the total space-time costs.

A new protocol, based on ultrafast optical switching is demonstrated, achieving picosecond time separation for enhanced stability and increased operational bandwidth in quantum key distribution.

Anti-concentration, a property related to the difficulty of classically simulating a quantum circuit, is shown to happen much faster than previously believed.

The heating of axial modes of motion is identified as a source of error for quantum gates on long chains of trapped ions, but sympathetic cooling is shown to circumvent the issue.

A new multimode error-correcting code promises exceptional capabilities: A paper with plenty of new theoretical insights, plus guidance to experimentalists.

An extensive analysis of numerous many-body phases reachable in a topological waveguide QED quantum simulator is presented.

A universal and powerful method for analyzing the fundamental limitations on quantum resource purification is presented, enabling a robust no-purification theory for dynamical quantum resources and wide-ranging applications for practical quantum information processing

An optically thin and ultracold medium, devoid of feedback, is shown to produce spatially coherent light, deepening our understanding of collective radiative effects.

A defect embedded in a periodic array of a tractable number of atoms is studied, revealing the effects of hardware noise and ways to mitigate its effects.

A provable approach to simplify rank-constrained optimization problems is presented, leading to an efficient algorithm that can outperform current techniques significantly.

Security proofs that incorporate physical constraints of realistic heterodyne detectors are presented, establishing a rigorous analysis of collective attacks in a continuous-variable quantum cryptography scheme.

A scheme is presented to probe multipartite entanglement in many-body systems in a scalable, certified, and systematic manner, providing a needed tool for experiments in a quantum advantage regime.

A significant improvement in retaining optimal spin coherence properties is shown in an ensemble with high defect concentrations, which is important in numerous fields of quantum technology.

Full connectivity across many trapped ion and Rydberg modules is possible in a new quantum processor architecture that exploits optical cavities and heralded single photons.

A computational architecture where quantum error mitigation and correction contribute equally is proposed, leading to a scheme that can dramatically alleviate computational overheads and hasten the arrival of the fault-tolerant era.

A variational quantum eigensolver method that extends the power of NISQ devices is proposed: It solves a target large-scale quantum system by dividing the problem into several smaller subsystems.

A scalable route to larger trapped-ions quantum processors is demonstrated: A blueprint for realizing robust entangling gates and real time quantum coherent feedback using a CCD camera.

The relation between the one-shot distillable resource yield and dilution cost is investigated, establishing a fundamental bound that captures the transformation errors involved in these processes.

Analytical results for the performance of large scale quantum networks are provided, establishing conditions for optimal end-to-end rates and the advantage of satellite-based quantum repeaters.

An important engineering step for the scaling of quantum computers based on superconducting qubits is achieved: Josephson junction-based qubit control electronics are demonstrated at 3 K.

Even small Trotter step sizes can lead to significant errors in the quantum simulation of spin systems, revealing a crucial interplay between physical properties of the simulated Hamiltonian and the Trotterized evolution.

Combined measurement and initialization with high fidelity in exchange-only Si spin qubits is demonstrated.

An important class of topological quantum error correcting codes is investigated, and a construction is given to capture a large family of exotic topological phases of matter.

A new sensing framework is established, harnessing dissipative criticality of open quantum sensors and continuous measurement of the emitted radiation quanta, that promises Heisenberg-limited precision scaling.