Sort by
Refine Your Search
-
Employer
-
Field
-
Quantum Award 2026, which honors leaders who foster inclusive environments, support diverse talent, and promote a sense of belonging within the quantum community. Requirements You have a master’s degree in
-
physics Physics » Quantum mechanics Researcher Profile First Stage Researcher (R1) Application Deadline 15 Oct 2026 - 21:59 (UTC) Country Netherlands Type of Contract Temporary Job Status Not Applicable
-
‑secure communication (e.g., advanced QKD networks), distributed quantum computing, quantum‑secure enterprise connectivity and quantum teleportation services across metropolitan or regional distances
-
quantum technology by training researchers who will help build the future of secure and efficient communication networks: the Quantum Internet. PhD project - Important the start date for this PhD is 1 st
-
Are you fascinated by quantum computers and eager to help make that potential a reality? Do you enjoy research and want to join a world-class European consortium shaping the future of quantum
-
communication (e.g., advanced QKD networks), distributed quantum computing, quantum‑secure enterprise connectivity and quantum teleportation services across metropolitan or regional distances. However, unique
-
tomorrow's quantum optical networks, within the European QuNEST network. Information You will analyse and design advanced Forward Error Correction (FEC) codes for high-throughput optical communication systems
-
You will develop the theory that connects quantum experiments with mechanical systems to questions in fundamental physics, establishing what such experiments can and cannot reveal about nature. Job
-
transplantation, nanotechnology, quantum sensing, mitochondrial medicine, and epigenetic editing. The project combines fundamental science with a clear path toward clinical translation, offering the opportunity
-
mathematical background, with roots in either communications engineering or quantum information science. Familiarity with classical and/or quantum coding theory is considered a strong plus. Affinity with