A new mathematical framework leverages Dirac measures to extend the concept of quantum states to systems not limited by spatial separation, offering a fresh perspective on quantum correlations.
New research demonstrates precise control over multi-photon interference by manipulating the symmetry of the quantum state, revealing how correlations can be enhanced or suppressed.
Researchers have developed a method to construct complex quantum double models in higher dimensions by systematically ‘gauging’ their boundaries, unlocking new possibilities for understanding exotic phases of matter.
![The study demonstrates how the instantaneous rates of change in information gain, fidelity, and reversal probability-metrics characterizing a qubit under null-result monitoring-are demonstrably sensitive to the initial prior distribution, shifting predictably across different probabilities-$[1/2, 1/2]$, $[0.6, 0.4]$, $[0.2, 0.8]$, and $[0.3, 0.7]$-suggesting a fundamental link between prior beliefs and quantum measurement dynamics.](https://arxiv.org/html/2512.08015v1/fig3.png)
New research reveals the fundamental limits of extracting information from quantum systems using gentle measurements and how this impacts their delicate coherence.
Researchers have experimentally observed and distinguished two distinct types of phase transitions driven by measurement and feedback in a superconducting quantum processor.
A new framework harnesses the power of quantum entanglement to simplify and accelerate quantum simulations.
Recent advances in quantum simulation using Noisy Intermediate-Scale Quantum (NISQ) processors are pushing the boundaries of our understanding of complex quantum systems.
New research suggests that time and space aren’t fundamental aspects of reality, but rather emergent properties arising from quantum correlations within a closed system.
A new analysis suggests that reality isn’t a fixed entity, but rather emerges from the observer’s frame of reference, fundamentally challenging our notions of objectivity.
A new perspective on the Wigner’s Friend paradox proposes that quantum states are always defined relative to an observer’s frame of reference, offering a potential path toward resolving the measurement problem.