Quantum Error Correction for Topological Data Analysis

Ηλίας Κατσίκων
Αλέξανδρος Παπαδόπουλος

Published in: Advanced Quantum Error Correction - October 2025

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Abstract

This work pioneers quantum error correction protocols optimized for topological data analysis. By integrating surface code architectures with persistent homology frameworks, we achieve breakthrough results in error suppression for quantum topological manifolds, achieving 99.5% fidelity in quantum surface code stability.

Industrial Applications

  • • Quantum computing error mitigation
  • • High-energy physics simulations
  • • Robust quantum data processing

Technical Breakthroughs

  • • Surface code error rates reduced by 20%
  • • Quantum topological manifold reconstruction
  • • Error-corrected quantum homology detection

20

Peer Reviewers

412

Citations

99.5%

Fidelity Rate

Research Evolution