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Quantum State Search Algorithm Based on Adaptive Quantum State Search

Jincheng Zhang

Published Aug 31, 2026• 0 citations
Publisher

Abstract

This paper presents a novel quantum state search algorithm designed to enhance the efficiency of quantum computation. Traditional quantum state search algorithms often rely on static parameter settings, limiting their ability to adapt to the system's dynamic changes. We introduce an adaptive quantum state search algorithm that dynamically adjusts search parameters based on the system's response, leading to improved optimization and performance. The core mechanism leverages the algorithm's self-adaptive nature to continuously refine the search process, addressing a critical limitation in existing approaches. This work demonstrates the effectiveness of this approach through a series of simulations and analysis, showcasing significant improvements in solution quality and computational efficiency.

DOI
10.5281/zenodo.22188648

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This paper introduces a novel dynamic quantum adaptive algorithm designed to optimize quantum computation by dynamically adjusting quantum system parameters in response to input data. The core mechanism relies on a quantum self-adaptation process, allowing the system to evolve and refine its state based on the characteristics of the data being processed. We present a detailed theoretical analysis and preliminary implementation demonstrating the algorithm's effectiveness in adapting to varying input sequences, resulting in improved performance compared to static quantum algorithms in specific scenarios. The algorithm's success lies in its ability to continuously refine the quantum state, mitigating the limitations of traditional approaches.
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This paper introduces a novel dynamic quantum state optimization algorithm designed to enhance the performance of quantum computing, particularly in quantum simulation and parameter tuning. Traditional quantum algorithms often rely on fixed parameters, necessitating a more adaptable approach. Our proposed algorithm leverages the dynamic evolution of quantum states to optimize quantum states, achieving superior results in these critical areas. This research addresses the limitations of existing methods by offering a robust and efficient solution for parameter adjustment and optimization within quantum systems. The core mechanism centers on continuously adjusting quantum states to maximize performance metrics, offering a significant advancement in quantum computation.
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