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基于自组织网络的量子计算优化

Jincheng Zhang

Published Sep 6, 2026• 0 citations
Publisher

Abstract

This paper introduces a novel quantum computing optimization framework centered around self-organized networks. Traditional quantum computing optimization relies on static models, but this work proposes a dynamic optimization strategy leveraging the inherent properties of self-organized networks. We detail the design and implementation of this framework, demonstrating its ability to significantly enhance the efficiency of quantum computations through adaptive network adjustments. This approach offers a fundamentally different perspective on quantum algorithm optimization, potentially unlocking new avenues for performance gains. The core mechanism centers around embedding quantum computations into self-organized networks, allowing for continuous optimization driven by network dynamics. This offers a robust and adaptable method for improving quantum system performance. The research highlights the potential of this framework to address limitations of current optimization techniques and paves the way for more efficient quantum computation.

DOI
10.5281/zenodo.22469739

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This paper presents a novel approach to quantum algorithm optimization centered on dynamically adjusting quantum algorithm parameters. Traditional optimization methods often rely on fixed parameters, which are inadequate for the inherently variable nature of quantum computation, particularly in the context of large-scale quantum systems. We propose a system that leverages a combination of quantum path optimization and adaptive parameter tuning to significantly enhance the efficiency of quantum algorithms. This research focuses on creating a mechanism that can dynamically adjust quantum algorithm parameters based on the current state of the quantum system, leading to improved performance. The core mechanism involves integrating quantum path optimization with a self-adaptive parameter tuning strategy, enabling the algorithm to self-correct and refine its trajectory. The paper details the proposed system's architecture, demonstrates its effectiveness through theoretical analysis, and provides a preliminary evaluation of its capabilities. The objective is to provide a robust and adaptable framework for optimizing quantum algorithms, addressing a key challenge in the field of quantum computing.
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