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BRIDGE: A memory-efficient blockchain-agnostic layer for chain topology representation in heterogeneous architectures BRIDGE:一个内存高效的区块链不可知层,用于异构架构中的链拓扑表示
IF 6.8 1区 计算机科学 0 COMPUTER SCIENCE, INFORMATION SYSTEMS Pub Date : 2026-04-25 Epub Date: 2025-11-20 DOI: 10.1016/j.ins.2025.122911
Ciprian Pungilă, Otilia Muntean, Andreea-Rebeca Tonu
Blockchains today come in various shapes and forms and continue to grow considerably in size. This poses significant challenges for data processing, not only because of structural differences in layer 1 data representations but also due to the unique attributes and layer 2 functionalities of different systems. This paper proposes a generic, blockchain-agnostic mechanism for representing both layer 1 and layer 2 data while preserving their structural attributes. The proposed approach is designed for heterogeneous architectures and aims to enable efficient, large-scale analysis of blockchain data using massive parallelism.
今天的区块链有各种各样的形状和形式,并且在规模上继续大幅增长。这对数据处理提出了重大挑战,不仅是因为第一层数据表示的结构差异,还因为不同系统的独特属性和第二层功能。本文提出了一种通用的、与区块链无关的机制,用于表示第1层和第2层数据,同时保留其结构属性。所提出的方法是为异构架构设计的,旨在使用大规模并行性实现对区块链数据的高效、大规模分析。
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引用次数: 0
QACN: Actor-critic augmented value decomposition for long-term cooperative multi-agent reinforcement learning in superhard scenarios QACN:超硬场景下长期合作多智能体强化学习的actor - critical增广值分解
IF 6.8 1区 计算机科学 0 COMPUTER SCIENCE, INFORMATION SYSTEMS Pub Date : 2026-04-25 Epub Date: 2025-12-07 DOI: 10.1016/j.ins.2025.122985
Bo XU , Yijun HE , Yonghui XU
To address the challenges of joint policy optimization in large-scale systems, researchers in multi-agent reinforcement learning (MARL) have introduced algorithms like QMIX to handle collaborative decision-making in intricate environments. However, QMIX has limitations in complex tasks, especially in extremely complex environments and long-term dependencies,such as difficulty in effectively capturing long-term value information and solving the credit assignment problem in highly nonlinear team interactions. To this end, we propose the QACN algorithm, which innovates individual agent networks into a fusion actor critic structure. The actor module facilitates rapid policy updates for agents, whereas the critic module adopts a Double Deep Q-Network (DQN) approach to curb overestimation. Furthermore, the critic applies temporal-difference learning to enhance the optimization of the state-action value function. Compared to the original method, our work addresses the shortcomings of traditional methods in evaluating long-term benefits and handling complex interactions by introducing a complete actor-critic architecture, thereby significantly improving the learning efficiency and resource utilization ability of intelligent agents. Evaluations were carried out within the intricate StarCraft II scenario, serving as a representative testbed. The outcomes highlight a marked improvement in performance relative to current advanced benchmark methods. Specifically, the QACN algorithm achieved an average win rate improvement of 24% over QMIX and 10–17% over WQMIX/QPLEX, particularly excelling in super-hard scenarios such as 3s5z_vs_3s6z where it reached a 17.7% win rate while most baselines failed completely. The empirical data validates the superior adaptability and training efficiency of our approach when facing extreme operational conditions.
为了解决大规模系统中联合策略优化的挑战,多智能体强化学习(MARL)的研究人员引入了QMIX等算法来处理复杂环境中的协同决策。然而,QMIX在复杂的任务中有局限性,特别是在极端复杂的环境和长期依赖关系中,例如难以有效地捕获长期价值信息和解决高度非线性团队交互中的信用分配问题。为此,我们提出了QACN算法,该算法将个体智能体网络创新为融合的行为者评价结构。参与者模块促进了代理的快速策略更新,而评论家模块采用双深度q -网络(DQN)方法来抑制高估。此外,评论家运用时间差学习来增强状态-行为价值函数的优化。与原始方法相比,我们的工作通过引入一个完整的行动者-批评家架构,解决了传统方法在评估长期效益和处理复杂交互方面的不足,从而显著提高了智能代理的学习效率和资源利用能力。评估是在复杂的星际争霸II场景中进行的,作为一个代表性的测试平台。结果突出了相对于当前先进的基准测试方法在性能上的显著改进。具体来说,QACN算法比QMIX平均胜率提高了24%,比WQMIX/QPLEX平均胜率提高了10-17%,特别是在3s5z_vs_3s6z等超硬场景中,它达到了17.7%的胜率,而大多数基线完全失败。实验数据验证了该方法在极端作战条件下具有优越的适应性和训练效率。
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引用次数: 0
Heterogeneous information disentangling via low-rank splitting non-negative matrix factorization with adaptive graph learning 基于自适应图学习的低秩分裂非负矩阵分解异构信息解纠缠
IF 6.8 1区 计算机科学 0 COMPUTER SCIENCE, INFORMATION SYSTEMS Pub Date : 2026-04-25 Epub Date: 2025-12-01 DOI: 10.1016/j.ins.2025.122943
Kun Liang , Wei Wang , Lifang Xiao , Wenshu Liang , Qilong Liu
Non-negative Matrix Factorization (NMF) is recognized for its capacity to extract local features from data. Nonetheless, real-world datasets often contain heterogeneous information arising from diverse collection methods. NMF mitigates this issue by approximating raw data as the product of a basis matrix and an encoding matrix to capture heterogeneity; however, a single encoding matrix may simultaneously encompass multiple information types, potentially limiting the model’s applicability for specific tasks. To address this constraint, we propose a novel low-rank splitting NMF method to disentangle heterogeneous information. Specifically, the data matrix is factorized into a basis matrix multiplied by multiple distinct coefficient matrices, each yielding a representation corresponding to a specific information type. Furthermore, to better capture the underlying geometric structure of the data manifold, we integrate an adaptive neighbor graph into the model. The corresponding optimization problem is formulated and solved using multiplicative update rules. Convergence of the proposed algorithm is established, and its computational complexity is analyzed. Experimental results across ten real-world datasets demonstrate the effectiveness of our method, which outperforms eleven state-of-the-art approaches.
非负矩阵分解(NMF)以其从数据中提取局部特征的能力而得到认可。尽管如此,现实世界的数据集通常包含来自不同收集方法的异构信息。NMF通过将原始数据近似为基矩阵和编码矩阵的乘积来捕获异质性,从而减轻了这一问题;然而,单个编码矩阵可能同时包含多种信息类型,这可能会限制模型对特定任务的适用性。为了解决这一限制,我们提出了一种新的低秩分裂NMF方法来解开异构信息。具体来说,数据矩阵被分解成一个基矩阵乘以多个不同的系数矩阵,每个系数矩阵产生对应于特定信息类型的表示。此外,为了更好地捕获数据流形的底层几何结构,我们将自适应邻居图集成到模型中。提出了相应的优化问题,并利用乘法更新规则求解。证明了该算法的收敛性,并对其计算复杂度进行了分析。跨十个真实世界数据集的实验结果证明了我们的方法的有效性,它优于11个最先进的方法。
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引用次数: 0
Privacy-aware data processing and fair model trading protocols among un-trusted participants 不可信参与者之间的隐私感知数据处理和公平模型交易协议
IF 6.8 1区 计算机科学 0 COMPUTER SCIENCE, INFORMATION SYSTEMS Pub Date : 2026-04-25 Epub Date: 2025-12-05 DOI: 10.1016/j.ins.2025.122946
Yining Tan , Ruoting Xiong , Haoran Qin , Yuxian Chen , Lianchong Zhang , Wei Ren , Tianqing Zhu
Data has become a foundational element driving the digital economy and artificial intelligence. However, the current data sharing situation remains suboptimal. A key barrier is the lack of mutual trust between data providers and data processors. Data providers are concerned about the potential disclosure of sensitive information contained in raw data, while data processors worry about unfair transactions, such as the theft or misuse of their models without payment. Additionally, data providers need to verify the quality of the models without revealing. To address these challenges, we propose a privacy-preserving model outsourcing and fair trading scheme, where all participants including data processors and data providers, can be un-trusted. This framework separates data ownership, algorithm execution, and verification, allowing data buyers (for processed data instead of raw data) to validate the model performance without accessing raw data, thus preventing leakage and resale. We introduce three core protocols: data validation protocol, algorithm validation protocol, and fairness arbitration protocol, which ensure transaction integrity, protect privacy, and secure fair compensation. Through extensive security analysis and dynamic game theory analysis, we demonstrate the security and fairness that maximize benefits for all parties involved.
数据已成为推动数字经济和人工智能发展的基础要素。然而,目前的数据共享情况仍然不是最理想的。一个关键的障碍是数据提供者和数据处理者之间缺乏相互信任。数据提供者担心原始数据中包含的敏感信息可能泄露,而数据处理者则担心不公平交易,例如在没有付款的情况下被盗用或滥用其模型。此外,数据提供者需要在不泄露的情况下验证模型的质量。为了应对这些挑战,我们提出了一种保护隐私的外包模式和公平交易方案,其中包括数据处理者和数据提供者在内的所有参与者都可以不被信任。该框架将数据所有权、算法执行和验证分离开来,允许数据购买者(对于处理过的数据而不是原始数据)在不访问原始数据的情况下验证模型性能,从而防止泄漏和转售。我们引入了三个核心协议:数据验证协议、算法验证协议和公平仲裁协议,以确保交易的完整性、保护隐私和确保公平补偿。通过广泛的安全性分析和动态博弈论分析,我们论证了各方利益最大化的安全性和公平性。
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引用次数: 0
Human-robotics hybrid shared control with guaranteed performance: A fixed-time game-theoretic learning approach 具有保证性能的人机混合共享控制:一种固定时间博弈论学习方法
IF 6.8 1区 计算机科学 0 COMPUTER SCIENCE, INFORMATION SYSTEMS Pub Date : 2026-04-25 Epub Date: 2025-12-08 DOI: 10.1016/j.ins.2025.122987
Shuangsi Xue , Junkai Tan , Zihang Guo , Tiansen Niu , Hui Cao , Badong Chen
Hybrid shared control is a promising paradigm for integrating human expertise and autonomous intelligence in complex cyber-physical systems and human-robot interaction scenarios. However, achieving guaranteed performance and rapid adaptation under uncertainties and input constraints remains a major challenge. This paper introduces a unified hybrid shared control framework that synthesizes fixed-time game-theoretic learning and prescribed performance guarantees. The core innovation is a smooth shared control mechanism that dynamically allocates authority between human operators and autonomous controllers based on confidence and alignment, formulated within a nonzero–sum game structure. Fixed-time composite learning is employed to ensure rapid convergence of the optimal shared policy, leveraging experience replay from both agents. Prescribed performance control is integrated to guarantee bounded tracking errors under saturation. Rigorous Lyapunov-based analysis proves fixed-time stability and convergence. Simulations on mobile robot and UAV platforms demonstrate that the proposed method achieves 63.08 % faster convergence and 81.18 % lower tracking error compared to standard ADP baselines, while maintaining robustness to noise and model uncertainties.
混合共享控制是在复杂的网络物理系统和人机交互场景中集成人类专业知识和自主智能的一种有前途的范例。然而,在不确定性和投入限制下实现有保证的性能和快速适应仍然是主要挑战。本文介绍了一种综合了固定时间博弈论学习和规定性能保证的统一混合共享控制框架。核心创新是一种平滑的共享控制机制,该机制基于信任和一致性,在非零和游戏结构中制定,在人类操作员和自主控制器之间动态分配权力。利用两个智能体的经验重放,采用固定时间复合学习来确保最优共享策略的快速收敛。结合规定的性能控制,保证了饱和条件下的有界跟踪误差。严格的lyapunov分析证明了该方法的定时稳定性和收敛性。在移动机器人和无人机平台上的仿真表明,与标准ADP基线相比,该方法的收敛速度提高了63.08%,跟踪误差降低了81.18%,同时保持了对噪声和模型不确定性的鲁棒性。
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引用次数: 0
Segmentation of temporal graphs 时间图的分割
IF 6.8 1区 计算机科学 0 COMPUTER SCIENCE, INFORMATION SYSTEMS Pub Date : 2026-04-25 Epub Date: 2025-12-06 DOI: 10.1016/j.ins.2025.122930
Raffaele Giancotti , Francesco Gullo , Pietro H. Guzzi , Edoardo Serra , Pierangelo Veltri
We study the problem of segmentation of temporal graphs (TGraphSeg): given a temporal graph – i.e., a sequence of snapshots depicting the relationships (temporal edges) occurring among entities (vertices) of interest at specific timestamps – aggregate similar consecutive snapshots and replace every aggregated snapshot set with a single, well-representative (newly computed) snapshot, to optimize a tradeoff between data reduction ratio and closeness between segmented and original graphs. This novel fundamental problem produces more compact versions of temporal graphs, thus making them more amenable to resource-efficient and responsible downstream processing, without any need for changing the technology already in place to handle them in their raw form.
The proposed TGraphSeg is formulated as an instance of Sequence Segmentation (SeqSeg), a well-established combinatorial optimization problem for time-series data reduction. The contextualization of SeqSeg to the temporal-graph setting implies major technical challenges, including defining a proper distance function among snapshots and a methodology to compute representative snapshots from the aggregated ones. Additionally, non-trivial implementation challenges are faced to efficiently adapt popular SeqSeg algorithms to the context at hand. Effective solutions are provided to address all these challenges. Based on these, we devise a principled formulation of TGraphSeg, along with two algorithms: an exact, more accurate one and a heuristic, faster one. Our contributions are complemented by an extensive experimental evaluation, which attests to the high performance of the proposed algorithms and their superiority over baselines on a variety of real data and the downstream tasks of vertex similarity search and temporal community detection.
Reproducibility: Source code is available at https://github.com/rafgia/temporal-graph-segmentation.
我们研究了时间图的分割问题(TGraphSeg):给定一个时间图-即,描述在特定时间戳感兴趣的实体(顶点)之间发生的关系(时间边)的快照序列-聚合相似的连续快照,并用一个具有良好代表性的(新计算的)快照替换每个聚合快照集,以优化数据减少率和分割图与原始图之间的紧密性之间的权衡。这个新颖的基本问题产生了更紧凑的时间图版本,从而使它们更适合于资源高效和负责任的下游处理,而不需要改变现有的技术来以原始形式处理它们。所提出的TGraphSeg被表述为序列分割(SeqSeg)的一个实例,序列分割(SeqSeg)是一个成熟的用于时间序列数据简化的组合优化问题。将SeqSeg上下文化到时间图设置意味着重大的技术挑战,包括在快照之间定义适当的距离函数,以及从聚合快照计算代表性快照的方法。此外,为了有效地使流行的SeqSeg算法适应手头的上下文,还面临着一些重要的实现挑战。为应对所有这些挑战提供了有效的解决方案。在此基础上,我们设计了TGraphSeg的原则公式,以及两种算法:一种是精确的、更准确的算法,另一种是启发式的、更快的算法。我们的贡献得到了广泛的实验评估的补充,这证明了所提出的算法的高性能,以及它们在各种真实数据和下游任务(顶点相似性搜索和时间社区检测)上优于基线的优势。可再现性:源代码可从https://github.com/rafgia/temporal-graph-segmentation获得。
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引用次数: 0
FC-KAN: Function combinations in Kolmogorov-Arnold networks FC-KAN: Kolmogorov-Arnold网络中的函数组合
IF 6.8 1区 计算机科学 0 COMPUTER SCIENCE, INFORMATION SYSTEMS Pub Date : 2026-04-25 Epub Date: 2026-01-09 DOI: 10.1016/j.ins.2026.123103
Hoang-Thang Ta , Duy-Quy Thai , Abu Bakar Siddiqur Rahman , Grigori Sidorov , Alexander Gelbukh
In this paper, we introduce FC-KAN, a Kolmogorov-Arnold Network (KAN) that leverages combinations of popular mathematical functions such as B-splines, wavelets, and radial basis functions on low-dimensional data through element-wise operations. We explore several methods for combining the outputs of these functions, including sum, element-wise product, the addition of sum and element-wise product, representations of quadratic and cubic functions, concatenation, linear transformation of the concatenated output, and others. In our experiments, we compare FC-KAN with a multi-layer perceptron network (MLP) and other existing KANs, such as BSRBF-KAN, EfficientKAN, FastKAN, and FasterKAN, on the MNIST and Fashion-MNIST datasets. Two variants of FC-KAN, which use a combination of outputs from B-splines and Difference of Gaussians (DoG) and from B-splines and linear transformations in the form of a quadratic function, outperformed all other models on the average of 5 independent training runs. However, FC-KAN still has limitations, including challenges with parameter scalability and efficiency, as well as limited capability compared to CNNs when handling multi-channel datasets such as CIFAR-10 and CIFAR-100. We expect that FC-KAN can leverage function combinations to design future KANs. Our repository is publicly available at: https://github.com/hoangthangta/FC_KAN.
在本文中,我们介绍了FC-KAN,一种Kolmogorov-Arnold网络(KAN),它利用流行的数学函数(如b样条、小波和径向基函数)的组合,通过元素操作处理低维数据。我们探索了几种组合这些函数输出的方法,包括求和、元素积、求和和元素积的加法、二次函数和三次函数的表示、串联、串联输出的线性变换等。在我们的实验中,我们将FC-KAN与多层感知器网络(MLP)和其他现有的kan(如BSRBF-KAN、EfficientKAN、FastKAN和FasterKAN)在MNIST和Fashion-MNIST数据集上进行了比较。FC-KAN的两种变体使用了b样条和高斯差分(DoG)的输出组合,以及b样条和二次函数形式的线性变换的输出组合,在5次独立训练运行的平均表现上优于所有其他模型。然而,FC-KAN仍然存在局限性,包括参数可扩展性和效率方面的挑战,以及在处理多通道数据集(如CIFAR-10和CIFAR-100)时与cnn相比的有限能力。我们期望FC-KAN能够利用功能组合来设计未来的kan。我们的存储库可以在:https://github.com/hoangthangta/FC_KAN上公开获取。
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引用次数: 0
Sparse knowledge guided multiobjective multimodal optimization for identification of personalized critical biomarkers in cancer 稀疏知识指导下的多目标多模态优化用于癌症个性化关键生物标志物的鉴定
IF 6.8 1区 计算机科学 0 COMPUTER SCIENCE, INFORMATION SYSTEMS Pub Date : 2026-04-25 Epub Date: 2026-01-10 DOI: 10.1016/j.ins.2026.123073
Guo Wei-Feng , Sun Zening , Zhao Mengtong , Yue Cai-Tong , Cheng Han
It is challenging to identify personalized critical biomarkers (PCBs) from high-throughput omics data of individual cancer patients. While evolutionary computation has shown promise in discovering PCBs via multi-objective (i.e., minimizing PCB count, maximizing early warning scores) and multimodal (i.e., multiple effective PCB sets) optimization, current methods fail to leverage the sparsity of PCB problems(i.e., fewer efficient PCBs)—limiting their search ability in high-dimensional data. To tackle this challenge, we introduce TSSKEA, a two-stage evolutionary algorithm guided by sparse knowledge that integrates sparse knowledge from molecular interaction networks and historical/current non-dominated solutions into multi-objective multimodal optimization. It uses a variable striped sparse population sampling (VSSPS) strategy and two-stage knowledge guidance to handle large-scale sparsity. Validated across three TCGA cancer datasets—specifically BRCA, LUSC, and LUAD—TSSKEA demonstrates superior performance compared to alternative approaches by delivering the highest early warning signal score in detecting personalized node and edge biomarkers. Compared with the existing representative method MMPDNB-RBM, on the three cancer datasets the early warning scores of PDNB were increased by 2.7 times, 1.4 times, and 11.1 times, while those of PDENB were enhanced by 1.5 times, 0.5 times, and 1.8 times, respectively. Additionally, TSSKEA exhibits considerable advantages compared to other state-of-the-art approaches with regard to algorithmic convergence, diversity and multimodal characteristics.
从个体癌症患者的高通量组学数据中识别个性化的关键生物标志物(PCBs)具有挑战性。虽然进化计算在通过多目标(即最小化PCB数量,最大化早期预警分数)和多模态(即多个有效PCB集)优化发现PCB方面显示出了希望,但目前的方法未能利用PCB问题的稀疏性(即。比如效率更低的pcb)——限制了它们在高维数据中的搜索能力。为了解决这一挑战,我们引入了一种基于稀疏知识的两阶段进化算法TSSKEA,该算法将来自分子相互作用网络的稀疏知识和历史/当前非支配解集成到多目标多模态优化中。该算法采用可变条纹稀疏总体抽样(vsps)策略和两阶段知识指导来处理大规模稀疏性。通过三个TCGA癌症数据集(特别是BRCA, LUSC和luad)的验证,tsskea通过在检测个性化节点和边缘生物标志物方面提供最高的早期预警信号得分,与其他方法相比表现出卓越的性能。与现有代表性方法MMPDNB-RBM相比,PDNB在三个癌症数据集上的预警评分分别提高了2.7倍、1.4倍和11.1倍,PDENB的预警评分分别提高了1.5倍、0.5倍和1.8倍。此外,与其他最先进的方法相比,TSSKEA在算法收敛、多样性和多模态特征方面表现出相当大的优势。
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引用次数: 0
Determinant-free, tolerance solution of a singular fuzzy linear equation system using the shifted membership function method for control and decision-making tasks 用移位隶属函数法求解奇异模糊线性方程组的无行列式、公差问题
IF 6.8 1区 计算机科学 0 COMPUTER SCIENCE, INFORMATION SYSTEMS Pub Date : 2026-04-25 Epub Date: 2025-12-02 DOI: 10.1016/j.ins.2025.122950
Andrzej Piegat, Marcin Pluciński
The article presents a method for determining a tolerant solution of a singular system of fuzzy linear equations A~X=TY~T. The vector Y~T provides information about the control objectives defined by experts, and X is a crisp vector of control (decision) variables, for which the optimal values should be determined. The above task may seem unrealizable or very difficult due to the simultaneous occurrence of singularity and uncertainty in the system. The authors of the article demonstrate how this task can be solved using the Shifted Membership Function method, which extends the possibilities of solving difficult uncertainty problems. The article contains numerous examples and illustrations of the problem.
本文给出了一类模糊线性方程组a ~X=TY~T的广义容忍解的确定方法。向量Y~T提供了专家定义的控制目标的信息,而X是控制(决策)变量的清晰向量,应该确定其最优值。由于系统中同时存在奇点和不确定性,上述任务可能看起来不可能实现或非常困难。本文的作者演示了如何使用移位隶属函数方法来解决这个任务,该方法扩展了解决困难的不确定性问题的可能性。这篇文章包含了许多关于这个问题的例子和插图。
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引用次数: 0
Reweighted low-rank quaternion matrix factorization with deep denoising prior for color image inpainting 基于深度去噪先验的重加权低秩四元数矩阵分解彩色图像
IF 6.8 1区 计算机科学 0 COMPUTER SCIENCE, INFORMATION SYSTEMS Pub Date : 2026-04-25 Epub Date: 2025-12-09 DOI: 10.1016/j.ins.2025.122953
Zhijie Wang , Liangtian He , Shaobing Gao , Jifei Miao , Liang-Jian Deng , Jun Liu
Quaternions offer an elegant and powerful representation for color images, as they align seamlessly with the intrinsic structure of color channels and effectively preserve their inherent correlations. Recent advancements in quaternion-based low-rank methods have shown promising results in a wide range of color image processing applications. However, these methods often incur high computational costs because they require performing a full quaternion singular value decomposition (QSVD) at each iteration. In this paper, we propose a novel reweighted low-rank quaternion matrix factorization (RLQMF) method tailored for color image inpainting. By leveraging the quaternion bilinear factorization (QBF) technique, our approach significantly reduces the computational burden associated with full QSVD in large-scale quaternion matrix computations. To further enhance recovery accuracy, we integrate a deep denoising prior into the RLQMF framework, resulting in an enhanced variant called DeepRLQMF, which enables the incorporation of any advanced, pre-trained deep denoising method during the iterative process. Theoretically, we provide rigorous proofs to establish the mathematical soundness of both RLQMF and DeepRLQMF. Comprehensive experiments validate the computational efficiency of our quaternion low-rank factorization method and demonstrate its superior performance against leading quaternion-based low-rank alternatives. The code and supplementary material for this work are publicly available at: https://github.com/1989helt/DeepRLQMF.
四元数为彩色图像提供了一种优雅而强大的表示,因为它们与颜色通道的内在结构无缝地对齐,并有效地保持了它们固有的相关性。近年来,基于四元数的低秩方法在广泛的彩色图像处理应用中显示出良好的效果。然而,这些方法通常会产生很高的计算成本,因为它们需要在每次迭代中执行完整的四元数奇异值分解(QSVD)。本文提出了一种针对彩色图像的重新加权低秩四元数矩阵分解(RLQMF)方法。通过利用四元数双线性分解(QBF)技术,我们的方法显著降低了大规模四元数矩阵计算中与全QSVD相关的计算负担。为了进一步提高恢复精度,我们将深度去噪预先集成到RLQMF框架中,从而产生一种称为DeepRLQMF的增强变体,它可以在迭代过程中结合任何先进的预训练深度去噪方法。从理论上讲,我们提供了严格的证明来建立RLQMF和DeepRLQMF的数学合理性。综合实验验证了我们的四元数低秩分解方法的计算效率,并证明了它相对于领先的基于四元数的低秩分解方法的优越性能。这项工作的代码和补充材料可以在https://github.com/1989helt/DeepRLQMF上公开获得。
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引用次数: 0
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