Fiber-Based Micro Mirrors Enable Error-Detected Quantum Operations

Researchers have recently demonstrated a proof-of-concept for error-detected quantum computing operations based on photon–spin interactions, published in Science. The experiment relied on a fiber-based Fabry–Pérot microcavity to realize a highly efficient and stable light–matter interface — a crucial step toward scalable quantum networks. The cavity was built using Qlibri’s precision-fabricated fiber micro mirrors, which combine exceptional surface quality, controlled curvature, and reproducible performance. The work demonstrates how Qlibri’s commercial micro mirror technology enables cutting-edge quantum experiments that previously required custom-built, lab-specific fiber mirrors. By providing reproducible, high-quality cavity components, Qlibri supports research groups worldwide in advancing toward scalable, fault-tolerant quantum information processing.
Fiber-Based Micro Mirrors Enable Error-Detected Quantum Operations

Key Insights & References

Value proposition

Error correction protocols for atom-based, scalable quantum computing

Bottleneck of SOTA

Current atomic quantum platforms cannot yet perform scalable, error-corrected operations with high fidelity

Year Published

2025

Application Area

General

Quantum Computing

Operational Mode

Real-Time
(indicates that the quantum solution operates or provides results as events occur, suitable for applications where immediate or near-immediate feedback is required.)

Problem Domain

Linear Algebra 

Solution type

Quantum algorithm on quantum hardware

Datatype for algorithms

Classical data 

Hardware

FTQC 

Plattform

Cold/Neutral Atom 

Current Status/ Technology Readiness

In deployment 

Algorithm

Quantum Simulation

Runtime Scaling

Circuit depth

Number of shots
(for high fidelity)

Iterations
(to converge on a solution)

Number of qubits needed

Logical Qubits

Physical Qubits

Accuracy

Fidelities

Gate Fidelity

State Preparation Fidelity

Measurement Fidelity

Error Correction Threshold

Problem size and accuracy
the state-of-the-art classical solution
is able to solve

Problem Size

Accuracy

Solution Method

Computational Resources

Quantum Business Network

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