New research demonstrates that connecting multiple smaller, high-fidelity quantum processors can achieve superior performance to a single, larger, and inherently noisier system.
Researchers detail a novel cryptographic scheme leveraging advanced mathematical structures to secure communications against future quantum computer attacks.
A new cryptographic primitive offers a durable, adaptable foundation for secure identities across multiple cryptographic curves and algorithms, preparing for the era of quantum computing.
A new approach to quantum error correction promises to unlock efficient continuous rotation gates and lower the resource demands of near-term fault-tolerant quantum computers.
Researchers detail a new authentication scheme for RFID systems designed to withstand attacks from future quantum computers.
This review examines the evolution of Quantum Key Distribution, from foundational security proofs to the practical challenges of real-world implementation and error mitigation.
Researchers demonstrate a new approach to quantum battery charging using the kicked-Ising model, offering potential advantages in stability and platform compatibility.
Researchers demonstrate that utilizing qutrits – quantum systems with three levels – can offer advantages in implementing the Harrow-Hassidim-Lloyd algorithm for solving linear equations, a core component of many quantum simulations.
New research demonstrates that verifying quantum circuit identity becomes computationally impossible for even moderately complex designs, impacting the feasibility of strong obfuscation techniques.
New research explores how to refine and maximize the generation of secure cryptographic keys from entangled quantum states.