Job Description
Shape the future of technology at Nexus Quantum Labs! We're pioneering breakthroughs in quantum computing for 2026 and beyond, seeking a visionary Research Scientist to lead cutting-edge projects in quantum algorithms and hardware optimization. Join our elite team in San Francisco where innovation meets impact, and work with state-of-the-art quantum processors to solve humanity's most complex challenges.
This role offers unparalleled opportunities to publish groundbreaking research, collaborate with Nobel laureates, and influence the next era of computational power. We provide competitive equity packages, flexible work arrangements, and access to our proprietary quantum simulation platform. Your work will directly contribute to revolutionizing fields from drug discovery to climate modeling.
Responsibilities
- Design and implement novel quantum algorithms for practical applications in cryptography, optimization, and machine learning
- Lead quantum hardware-software co-design initiatives to optimize qubit performance and error correction
- Publish 2-3 high-impact research papers annually in top-tier journals (Nature, Science, etc.)
- Mentor a team of junior researchers and PhD candidates in quantum methodologies
- Collaborate with industry partners to translate theoretical advances into commercial quantum solutions
- Develop quantum machine learning frameworks for next-gen AI systems
- Represent the company at international quantum computing conferences and symposiums
Qualifications
- PhD in Quantum Physics, Computer Science, or related field with 3+ years of quantum research experience
- Expertise in quantum algorithms, quantum error correction, or quantum hardware design
- Proficiency in quantum programming languages (Qiskit, Cirq, Q#) and classical Python/C++
- Published record in peer-reviewed quantum computing literature
- Deep understanding of quantum mechanics principles and quantum information theory
- Experience with superconducting or photonic quantum systems
- Demonstrated ability to lead complex research projects and secure external funding
- Strong analytical skills with ability to solve abstract mathematical problems