Title: Quantum Error Correction Based on Entangled Wave Function Collapse

Jincheng Zhang

Published Sep 6, 2026• 0 citations

Abstract

Quantum error correction is a critical challenge in quantum computing, demanding significantly improved error resilience compared to classical computing. Current techniques primarily rely on statistical methods, struggling to achieve the levels of error correction required for practical quantum devices. This paper introduces a novel quantum error correction protocol centered around the collapse of entangled wave function states. We propose a mechanism whereby the correction process is intrinsically linked to the collapse of these states, creating a self-regulating feedback loop that enhances error correction rates. The core of this approach lies in designing an algorithm that leverages the correlations within entangled states, offering a fundamentally new pathway to achieve superior error mitigation. This work will explore the potential of this approach and detail the mathematical framework underpinning the proposed protocol.

DOI: 10.5281/zenodo.22480810

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