Cloud-based quantum error mitigation

Accelerating the Quantum Stack

Noise is the central obstacle in quantum computing today. Aqceleration develops post-processing methods that recover accurate results from noisy measurements, reducing the execution overhead required for practical quantum computation.

Quantum error mitigation and post-processing

The Problem

Today's quantum hardware is fundamentally noisy. Every gate operation introduces errors, and those errors compound across deep circuits — making reliable computation on current devices extraordinarily difficult without significant overhead.

Our Approach

Aqceleration develops post-processing methods that recover accurate results from noisy measurements without requiring additional quantum resources. Our research spans statistical signal processing, quantum state tomography, and machine learning-based mitigation — grounded in rigorous mathematics and aimed at practical quantum advantage.

Meet our team

Dror Baron, PhD

Chief Executive Officer & Co-founder

Dror Baron, PhD

Information theorist and quantum computing researcher bridging statistical signal processing and quantum error mitigation.

North Carolina State University
Bojko Bakalov, PhD

Chief Scientist & Co-founder

Bojko Bakalov, PhD

Mathematician and quantum physicist bringing deep expertise in algebraic structures and symmetry to quantum computing.

North Carolina State University

Featured publications

  1. Approximate Message Passing for Quantum State Tomography November 2025 • arXiv
  2. Statistical Signal Processing for Quantum Error Mitigation September 2025 • IEEE QCE
  3. Q-cluster: quantum error mitigation through noise-aware unsupervised learning September 2025 • IEEE QCE
  4. Provable avoidance of barren plateaus for the Quantum Approximate Optimization Algorithm with Grover mixers September 2025 • arXiv
  5. Quantum Advantage in Trading: A Game-Theoretic Approach April 2025 • Quantum Economics and Finance
  6. Geometric quantum machine learning with horizontal quantum gates February 2025 • Physical Review Research
  7. Classification of dynamical Lie algebras of 2-local spin systems on linear, circular and fully connected topologies November 2024 • npj Quantum Information
  8. Qubit-wise majority vote: Maximum likelihood quantum error mitigation for algorithms with a single correct output September 2024 • IEEE QCE
  9. A Lie algebraic theory of barren plateaus for deep parameterized quantum circuits August 2024 • Nature Communications