Science

Researchers have shown how neural networks can predict complex quantum relationships using only readily accessible local measurements, sidestepping the need for complete state reconstruction.

Researchers are rigorously comparing the performance of leading numerical methods for simulating the complex behavior of quantum systems in two dimensions.

A new study reveals how leveraging strong particle-hole entanglement in collective spin qubit systems can push quantum sensing beyond conventional limits.

Researchers have developed a novel framework leveraging ROCN matrices to construct Bell inequalities, enabling robust self-testing of quantum systems and paving the way for verifiable quantum technologies.

New research shows that classical gravity, as described by Newton-Cartan theory, fundamentally cannot mediate entanglement between particles.

Researchers demonstrate a pathway to generate robust quantum entanglement between light modes using innovative optomechanical cooling techniques.

New theoretical work reveals that photonic resonances within Kerr parametric oscillators stem from higher-order Rabi oscillations, ultimately limited by decoherence.

A new theoretical framework explores the Scrooge ensemble, a refinement of random matrix theory that describes quantum systems governed by specific constraints.

Researchers have developed a method to detect multipartite entanglement and nonlocality using readily measurable properties of photons produced by Raman scattering.

Researchers have devised a way to detect and verify multipartite entanglement using the measurable properties of Raman-scattered photons.