PhD: Systematic Non-Gaussian States for QEC

Inria; Paris; Sur place; EUR 20 000 - 27 000; Plein temps

Avantages offerts par ce poste

Partial reimbursement of public travel

7 weeks of annual leave + RTT days +特殊

Teleworking possible

Professional equipment available

Résumé du poste

Inria Paris invites applications for a PhD position in the Quantum computing Architectures, Algorithms, Applications and their Theory (QAT) team. The project targets systematic discovery and classification of non-Gaussian quantum states for quantum error correction, with a focus on ground states of polynomial Hamiltonians and symmetry analysis.

The selected candidate will collaborate with experimental and theoretical groups, access state-of-the-art facilities, and work under supervision on a

Qualifications

• Familiarity with quantum error correction concepts is preferred.
• Strong background in quantum information science and algebraic structures is desirable.
• Proficiency in English for oral and written communication.

Responsabilités

• Systematically generate and classify ground-state manifolds of low-degree polynomial Hamiltonians.
• Identify and exploit discrete symmetries of parent Hamiltonians to predict properties of ground states.
• Evaluate quantum error correction capabilities of identified states and their resilience to noise.
• Extend framework toward CSS-like codes and higher-order polynomial generalizations.
• Contribute to literature reviews and numerical simulations; write reports.

Connaissances

Quantum information

QEC concepts

Analytical skills

English proficiency

Formation

Master's degree in Physics

Outils

Numerical simulations

Description du poste

Inria Paris invites applications for a PhD position in the Quantum computing Architectures, Algorithms, Applications and their Theory (QAT) team. The project targets systematic discovery and classification of non-Gaussian quantum states for quantum error correction, with a focus on ground states of polynomial Hamiltonians and symmetry analysis.

The selected candidate will collaborate with experimental and theoretical groups, access state-of-the-art facilities, and work under supervision on a