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基于自适应的量子态的模拟与控制

Jincheng Zhang

Published Aug 31, 2026• 0 citations
Publisher

Abstract

This paper presents a novel approach to quantum state simulation and control leveraging adaptive parameter adjustment. Traditional quantum simulation methods often rely on fixed parameters, limiting accuracy. We introduce a dynamically adjusted parameter strategy to refine the simulation and control processes, ultimately increasing the precision of quantum computations. The core mechanism involves an adaptive algorithm that continuously monitors and adjusts parameters to optimize the simulation's fidelity. This approach offers a significant improvement over static parameter settings, leading to enhanced quantum information processing. The theoretical and experimental results demonstrate the effectiveness of this method in simulating complex quantum systems, showcasing a notable increase in precision.

DOI
10.5281/zenodo.22198160

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This paper introduces a novel quantum state simulation algorithm based on adaptive parameter adjustment. Traditional quantum state simulation methods are often static, limiting efficiency. This work proposes a dynamic adjustment strategy that modifies simulation parameters in response to changes in the quantum state, leading to improved accuracy and computational efficiency. We demonstrate the effectiveness of this approach through a series of simulations, showcasing its ability to surpass the performance of static methods in certain scenarios. The core mechanism involves continuously monitoring the quantum state and adjusting parameters to maintain optimal simulation fidelity. The resulting algorithm offers a significant advancement in the field of quantum state simulation.
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This paper introduces a novel approach to quantum state modeling based on adaptive parameter adjustment. Traditional quantum state modeling methods are often static, limiting their ability to accurately represent complex quantum systems. This work proposes a dynamically adjusted model that leverages self-adaptive parameter control, resulting in improved model precision and efficiency. The core mechanism involves adjusting quantum state parameters based on input data, enabling a more flexible and adaptable modeling process. We demonstrate the effectiveness of this method through a series of simulations, showcasing its superior performance compared to static modeling techniques in a range of scenarios. This innovation holds significant potential for advancing the field of quantum information processing.
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