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基于自适应的量子态的计算框架 (QACF)

Jincheng Zhang

Published Aug 31, 2026• 0 citations
Publisher

Abstract

This paper introduces the QACF, a novel computational framework designed for simulating and optimizing complex quantum systems. Traditional quantum computation methods often struggle with achieving accurate modeling and prediction, necessitating a shift towards dynamic quantum state manipulation. The QACF leverages this shift to enhance computational precision by intelligently adjusting the quantum state during simulations. The core mechanism involves a dynamically evolved quantum state, optimized for specific system characteristics and resulting in significantly improved results. This paper details the architecture, implementation, and preliminary results of the QACF, demonstrating its potential for complex quantum system modeling and optimization.

DOI
10.5281/zenodo.22199203

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This paper introduces a novel framework for complex system simulation leveraging the unique capabilities of quantum algorithms. Traditional methods often struggle with the complexity of these systems, and this work proposes a dynamically adaptive approach to quantum simulation, aiming to enhance accuracy and speed. The core mechanism involves carefully adjusting quantum parameters through a self-optimizing algorithm, allowing for more precise simulation of intricate system dynamics. The research focuses on accelerating complex system modeling while providing accurate predictions of behavior. The paper details the framework's design, the advantages of its adaptive approach, and presents preliminary results demonstrating enhanced simulation fidelity.
This paper presents a novel computational framework for quantum systems, leveraging dynamic quantum potentials to automatically adjust system parameters and enhance computational efficiency. Traditional approaches often rely on static quantum potential calculations, which suffer from inherent errors due to this static nature. This work introduces a method that dynamically adjusts parameters based on the evolving quantum potential, mitigating these errors and offering a significant improvement in the performance of quantum computations. The framework's core mechanism involves a continuous optimization process applied to the quantum potential, leading to more accurate and efficient results. We detail the algorithm, its implementation, and preliminary results demonstrating its effectiveness in a specific quantum simulation scenario.
This paper explores the development of a novel non-linear computational framework based on adaptive quantum potentials. Traditional approaches to quantum computation and simulation often rely on fixed parameters, limiting efficiency and accuracy. We propose a dynamic adjustment mechanism for the quantum potential, enabling the framework to tailor its influence to specific quantum systems and optimize computational performance. This design addresses the limitations of static methods by providing a mechanism for continuous refinement and adjustment of the potential field, ultimately leading to enhanced precision and efficiency. The core mechanism involves iterative refinement of the quantum potential through a feedback loop, adapting to the unique characteristics of each target system. This paper details the architecture of the framework, discusses its theoretical foundations and practical implementation, and provides a preliminary evaluation of its effectiveness in simulating specific quantum systems. The ultimate goal is to establish a robust and adaptable computational paradigm for tackling complex quantum problems.
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