Senior Staff Research Scientist, Quantum Error Correction, Quantum AI

About the job

In this role, you will be a senior researcher on the quantum error correction team within Quantum AI, responsible for setting research agendas into new and improved forms of quantum error correction. You will explore exciting research directions including quantum LDPC codes and compact circuits for non-clifford gates such as magic-state cultivation.

As a Research Scientist, you will actively contribute to the wider research community by sharing and publishing your findings, with ideas inspired by internal projects as well as from collaborations with research programs at partner universities and technical institutes all over the world.

The full potential of quantum computing will be unlocked with a large-scale computer capable of complex, error-corrected computations. Google Quantum AI's mission is to build this computer and unlock solutions to classically intractable problems. Our roadmap is focused on advancing the capabilities of quantum computing and enabling meaningful applications.Individual pay is determined by factors including job-related skills, experience, and relevant education or training.

US: $262000 - $365000 (USD) + 25% bonus target + equity + benefits

Learn more about benefits at Google.

Responsibilities

• Develop new quantum codes that achieve high encoding rate, high distance, or favorable layout in hardware.
• Develop new constructions for non-clifford logical gates.
• Analyze fault-tolerant circuits for syndrome measurement and logical operations.

Minimum qualifications:

• PhD or equivalent experience in a domain relevant to quantum computing, such as math, physics, computer science, or electrical engineering.
• 10 years of experience in quantum computing research.
• Research publications in quantum error correction.

Preferred qualifications:

• Experience in working with quantum error correction experiments.
• Experience writing software to simulate and study quantum error correction.
• Research publications in quantum LDPC codes, compiling fault-tolerant algorithms, and circuits for non-clifford gates.