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Title: Adaptive Quantum Computing with Dynamic Topology

Jincheng Zhang

Published Sep 4, 2026• 0 citations
Publisher

Abstract

This paper introduces a novel quantum computing algorithm based on dynamic topology, designed for adaptive parameter adjustment. Traditional approaches rely on fixed quantum gate parameters, limiting computational capabilities. Our algorithm leverages the inherent structure of dynamic topology to automatically optimize quantum system parameters, leading to improved precision in quantum computations. This approach addresses the limitations of current quantum algorithms by providing a mechanism for self-tuning and response to system behavior. The core mechanism involves a dynamically evolving topology that adjusts quantum gates based on the system's response, ultimately enhancing the accuracy of results. The paper details the algorithm's design, demonstrates its effectiveness through illustrative examples, and discusses the potential implications for future quantum computing advancements.

DOI
10.5281/zenodo.22301315

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Quantum computing offers unprecedented computational power, but achieving optimal performance requires careful parameter tuning. Conventional optimization algorithms often require manual adjustments, limiting scalability and efficiency. This paper proposes a novel algorithm, based on quantum topology, for adaptive parameter adjustment in quantum computing. We introduce a mechanism that leverages the inherent topological properties of quantum systems to automatically adjust parameters, leading to optimized computational results. The algorithm's core is the utilization of quantum topology to dynamically modify the quantum state, facilitating a pathway towards more efficient and robust quantum computation. We detail the algorithm's design, its theoretical foundations, and preliminary experimental results demonstrating its potential for improved parameter optimization. This work presents a paradigm shift toward automated parameter tuning, promising significant advancements in quantum algorithm design and performance.
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This paper introduces a novel quantum state computation framework based on adaptive topology-topology, offering a significant advancement over traditional approaches. We develop a self-adaptive algorithm that dynamically adjusts quantum state encoding and manipulation, achieving enhanced precision through the inherent structure of topological spaces. This framework leverages topology to automate the calculation process, minimizing the need for manual parameter tuning. The core mechanism centers around a self-optimizing algorithm that continuously refines the quantum state based on the topology, ultimately improving the accuracy of quantum computations. This work represents a significant step towards more robust and efficient quantum systems.
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The field of quantum computing is rapidly advancing, driven by the potential for unprecedented computational power. However, efficient quantum algorithms require precise control over quantum systems, and current parameter optimization methods often struggle to find optimal configurations. This paper introduces a novel dynamic quantum topology optimization algorithm that leverages the inherent properties of quantum systems to dynamically adjust parameters, ultimately leading to more efficient and robust quantum computations. We propose a mechanism for automatically tuning quantum system parameters based on the current state of the quantum system, significantly enhancing the optimization process compared to traditional approaches. This algorithm aims to address limitations in current parameter adjustment techniques and unlock new possibilities for quantum algorithm design. The core of the algorithm revolves around constructing and manipulating quantum topological states, allowing for a highly adaptable and efficient optimization strategy.