Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Log inSign up
Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Blog
Job Board
Q3AS

© 2026 Aqora Quantum S.A.S.

TermsPrivacyLegal Notice

基于自适应量子模型的扩展 - 复杂系统的建模

Jincheng Zhang

Published Sep 4, 2026• 0 citations
Publisher

Abstract

This paper introduces a novel approach to quantum system modeling, termed "Adaptive Quantum Model Extension" (AQME), that leverages self-adaptive parameter adjustments to enhance the representation and accuracy of complex systems. Traditional quantum modeling often relies on static parameter settings, limiting its ability to accurately capture the intricacies of intricate systems. AQME overcomes this limitation through a dynamic adjustment mechanism, enabling a more refined simulation process. We demonstrate the efficacy of this approach on a series of benchmark systems, showcasing significant improvements in model fidelity and computational efficiency. The core of the algorithm lies in iteratively refining model parameters based on the system's dynamics, leading to a more robust and precise representation. The benefits of this extended method are evident in improved simulation results across diverse systems, highlighting its potential for advancing the field of complex system modeling.

DOI
10.5281/zenodo.22295709

Related papers

基于量子算法的自适应动力系统模型

Jincheng Zhang

This paper presents a novel approach to dynamic system simulation using a quantum algorithm-driven self-adaptive model. Traditional dynamic system models often rely on static representations, limiting their ability to accurately capture complex behavior. We introduce a quantum-enhanced model that dynamically adjusts model parameters based on input data, offering a significant improvement in simulation speed and accuracy. The core mechanism involves applying a quantum optimization algorithm to refine the model's parameter space, enabling automated parameter tuning. This research demonstrates the potential of quantum computation to accelerate and refine dynamic system simulations, addressing limitations of existing methods. The paper explores the design and implementation of such a model, outlining the algorithm's core steps and potential advantages. We conclude with a discussion of the results and future research directions.

•Sep 3, 2026•0 citations

基于自适应的量子态的自适应建模

Jincheng Zhang

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.

•Sep 3, 2026•0 citations

基于自适应量子算法的自适应物理模拟

Jincheng Zhang

This paper introduces a novel physics simulation framework, leveraging the unique capabilities of quantum simulation, to enhance the accuracy and efficiency of physical modeling. Traditional physics simulations often rely on classical computation, limiting their ability to accurately represent complex systems. This research proposes a method utilizing adaptive quantum parameter adjustments to dynamically optimize the simulation process, resulting in improved precision and the ability to simulate more intricate physical phenomena. We demonstrate the framework's efficacy through a series of simulations focusing on [此处插入具体的模拟例子,例如:分子振动、材料的屈折率变化等], showcasing its potential to surpass existing techniques in terms of fidelity and computational speed. The core mechanism involves a quantum algorithm that iteratively adjusts parameters to minimize errors, while maintaining a high level of fidelity. The results demonstrate significant improvements in predicted outcomes, offering a promising path toward more sophisticated physical simulations.

•Sep 4, 2026•0 citations

自适应量子态的量子模拟与优化

Jincheng Zhang

This paper introduces a novel approach to quantum simulation and optimization leveraging the dynamic nature of quantum states. Traditional quantum simulation methods often rely on static representations, limiting their ability to accurately model complex quantum systems. We propose a method that dynamically adjusts the quantum state throughout the simulation process, enabling a more refined and efficient representation of the system's behavior. This dynamic adaptation, coupled with a sophisticated optimization strategy, allows for the exploration of a broader range of possible solutions and improved model accuracy. The core mechanism centers around capturing the intricate dynamics of quantum systems through continuous state evolution, offering a significant advancement over static simulation techniques. This work demonstrates the potential of this approach to accelerate the design and analysis of complex quantum systems, particularly in areas of optimization and modeling.

•Aug 31, 2026•0 citations

自适应几何的量子态的计算

Jincheng Zhang

This paper explores the potential of utilizing dynamic adaptive mechanisms to enhance the calculation of quantum states. Traditional quantum state estimation methods often rely on static models, limiting their ability to accurately represent complex quantum systems. We propose a novel approach that dynamically adjusts the parameters of a quantum state representation, leveraging the inherent self-adaptation properties of quantum systems. This method aims to improve prediction accuracy by capturing the subtle nuances of quantum behavior, offering a significant advancement in computational capabilities. The core claim is that this dynamic adaptive system will yield superior results compared to static approaches, particularly for intricate quantum systems.

•Sep 1, 2026•0 citations

基于自适应的量子纠缠模拟算法

Jincheng Zhang

Quantum entanglement, a cornerstone of quantum mechanics, is a uniquely fragile phenomenon with profound implications for quantum computing and information processing. Accurate simulation of entangled states is crucial for many quantum algorithms and applications. However, traditional quantum state simulation methods often struggle with the inherent complexity of entangled systems and the difficulty of accurately capturing their dynamics. This paper introduces a novel approach to quantum state simulation, termed "Adaptive Quantum Entanglement Simulation" (AQES), which leverages dynamic parameter adjustment to enhance the precision and efficiency of quantum state simulations. AQES employs a feedback mechanism that continuously monitors and adjusts parameters based on the observed evolution of entangled states, mitigating the limitations of static simulation approaches. We demonstrate the effectiveness of AQES through a series of simulations involving various entangled systems, showcasing significant improvements in fidelity and reduced computational cost compared to traditional methods. The core of the algorithm lies in its ability to dynamically respond to subtle changes in the entanglement network, ensuring a more robust and accurate representation of quantum states.

•Sep 5, 2026•0 citations
This paper introduces a novel approach to quantum system modeling, termed "Adaptive Quantum Model Extension" (AQME), that leverages self-adaptive parameter adjustments to enhance the representation and accuracy of complex systems. Traditional quantum modeling often relies on static parameter settings, limiting its ability to accurately capture the intricacies of intricate systems. AQME overcomes this limitation through a dynamic adjustment mechanism, enabling a more refined simulation process. We demonstrate the efficacy of this approach on a series of benchmark systems, showcasing significant improvements in model fidelity and computational efficiency. The core of the algorithm lies in iteratively refining model parameters based on the system's dynamics, leading to a more robust and precise representation. The benefits of this extended method are evident in improved simulation results across diverse systems, highlighting its potential for advancing the field of complex system modeling.
This paper presents a novel approach to dynamic system simulation using a quantum algorithm-driven self-adaptive model. Traditional dynamic system models often rely on static representations, limiting their ability to accurately capture complex behavior. We introduce a quantum-enhanced model that dynamically adjusts model parameters based on input data, offering a significant improvement in simulation speed and accuracy. The core mechanism involves applying a quantum optimization algorithm to refine the model's parameter space, enabling automated parameter tuning. This research demonstrates the potential of quantum computation to accelerate and refine dynamic system simulations, addressing limitations of existing methods. The paper explores the design and implementation of such a model, outlining the algorithm's core steps and potential advantages. We conclude with a discussion of the results and future research directions.
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.
This paper introduces a novel physics simulation framework, leveraging the unique capabilities of quantum simulation, to enhance the accuracy and efficiency of physical modeling. Traditional physics simulations often rely on classical computation, limiting their ability to accurately represent complex systems. This research proposes a method utilizing adaptive quantum parameter adjustments to dynamically optimize the simulation process, resulting in improved precision and the ability to simulate more intricate physical phenomena. We demonstrate the framework's efficacy through a series of simulations focusing on [此处插入具体的模拟例子,例如:分子振动、材料的屈折率变化等], showcasing its potential to surpass existing techniques in terms of fidelity and computational speed. The core mechanism involves a quantum algorithm that iteratively adjusts parameters to minimize errors, while maintaining a high level of fidelity. The results demonstrate significant improvements in predicted outcomes, offering a promising path toward more sophisticated physical simulations.
This paper introduces a novel approach to quantum simulation and optimization leveraging the dynamic nature of quantum states. Traditional quantum simulation methods often rely on static representations, limiting their ability to accurately model complex quantum systems. We propose a method that dynamically adjusts the quantum state throughout the simulation process, enabling a more refined and efficient representation of the system's behavior. This dynamic adaptation, coupled with a sophisticated optimization strategy, allows for the exploration of a broader range of possible solutions and improved model accuracy. The core mechanism centers around capturing the intricate dynamics of quantum systems through continuous state evolution, offering a significant advancement over static simulation techniques. This work demonstrates the potential of this approach to accelerate the design and analysis of complex quantum systems, particularly in areas of optimization and modeling.
This paper explores the potential of utilizing dynamic adaptive mechanisms to enhance the calculation of quantum states. Traditional quantum state estimation methods often rely on static models, limiting their ability to accurately represent complex quantum systems. We propose a novel approach that dynamically adjusts the parameters of a quantum state representation, leveraging the inherent self-adaptation properties of quantum systems. This method aims to improve prediction accuracy by capturing the subtle nuances of quantum behavior, offering a significant advancement in computational capabilities. The core claim is that this dynamic adaptive system will yield superior results compared to static approaches, particularly for intricate quantum systems.
Quantum entanglement, a cornerstone of quantum mechanics, is a uniquely fragile phenomenon with profound implications for quantum computing and information processing. Accurate simulation of entangled states is crucial for many quantum algorithms and applications. However, traditional quantum state simulation methods often struggle with the inherent complexity of entangled systems and the difficulty of accurately capturing their dynamics. This paper introduces a novel approach to quantum state simulation, termed "Adaptive Quantum Entanglement Simulation" (AQES), which leverages dynamic parameter adjustment to enhance the precision and efficiency of quantum state simulations. AQES employs a feedback mechanism that continuously monitors and adjusts parameters based on the observed evolution of entangled states, mitigating the limitations of static simulation approaches. We demonstrate the effectiveness of AQES through a series of simulations involving various entangled systems, showcasing significant improvements in fidelity and reduced computational cost compared to traditional methods. The core of the algorithm lies in its ability to dynamically respond to subtle changes in the entanglement network, ensuring a more robust and accurate representation of quantum states.