- Location
- Massy, Île-de-France, France · published · Paris, Île-de-France, France
- Type
- Full-time
- Department
- Education
- Source
- Workable
Description
About Quandela:
Quandela is a global leader in quantum computing, designing, building, and delivering cutting-edge quantum solutions for research and industry. Its offerings include the most energy-efficient quantum computers for data centers, full-stack quantum computing solutions accessible via the cloud, and algorithm access services for academic and industrial customers.
Following a pragmatic, step-by-step roadmap, Quandela has been deploying industrial-grade systems since 2023 while developing future generations of fault-tolerant quantum computers capable of scaling through the integration of thousands of photonic components. Quandela is committed to making quantum computing accessible to all in order to address the most complex industrial and societal challenges.
Learn more at: Quandela | Leading Photonic Quantum Computing Solutions
Our ambition is to build large-scale fault-tolerant quantum computers. Before reaching full fault tolerance, intermediate architectures will continue to operate under significant hardware and noise constraints, making error mitigation an important part of understanding and improving their performance.
About this position:
You will join Quandela’s Quantum Information team within Architecture, working at the interface between quantum information theory, architecture performance and fault-tolerant quantum computing.
The team develops methods to benchmark, characterise and evaluate the computational performance of Quandela’s current and future architectures, helping guide hardware and architecture decisions.
We are now looking to build dedicated expertise in Quantum Error Mitigation (QEM).
You will develop and assess mitigation methods adapted to our photonic and spin-photonic systems, working closely with Quantum Information, Device Physics and FTQC researchers.
Your goal will be to understand how QEM can improve computation fidelity and extend the useful depth of quantum circuits, while assessing its cost, limitations and interaction with error correction on realistic architectures.