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基于拓扑场的量子计算验证协议

Jincheng Zhang

Published Sep 2, 2026• 0 citations
Publisher

Abstract

This paper introduces a novel quantum computation verification protocol based on topological quantum structure. Traditional verification methods rely on static parameters, while this protocol leverages the dynamic adjustment of quantum computation's correctness to enhance its security. We present a framework demonstrating the potential for improved verification through the inherent robustness of topological quantum systems. The core mechanism involves constructing and analyzing topological quantum states to establish and validate the correctness of quantum algorithms. This approach offers a more adaptable and secure verification strategy compared to conventional methods. The research explores the practical implications of this protocol and highlights its potential impact on the robustness of quantum computation.

DOI
10.5281/zenodo.22242177

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Quantum algorithm verification is a crucial aspect of quantum computing, ensuring the robustness and correctness of quantum computations. Traditional verification methods often rely on static validation schemes, which struggle to adapt to the dynamic nature of quantum algorithms during execution. This paper proposes a novel quantum algorithm validation framework leveraging the concept of adaptive topology, enabling dynamic adjustment of quantum algorithm parameters to enhance verification accuracy and efficiency. We detail the core mechanism, including the design of a validation algorithm that continuously monitors and modifies quantum parameter values based on the algorithm's state. The proposed framework demonstrates improved verification precision and efficiency compared to existing approaches, offering a promising pathway toward robust and scalable quantum verification.
This paper explores the application of self-adaptive quantum topology to quantum algorithm verification. Traditional algorithm validation relies on classical testing methods, while this approach leverages the unique properties of quantum topology to enhance verification accuracy. We propose a novel quantum algorithm that dynamically adjusts the quantum state to test the correctness of a given quantum algorithm, mitigating potential errors and improving the reliability of quantum computations. The core mechanism centers around utilizing topological invariants to establish a rigorous and efficient verification process. This research aims to provide a fundamentally new method for validating quantum algorithms, offering a robust and potentially scalable solution to verification challenges.
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