In this study, we present a comprehensive approach to enhancing submersible trajectory prediction in deepsea environments by integrating grey relational analysis and reinforcement learning techniques. the utilization ...
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ISBN:
(纸本)9798350362770;9798350362763
In this study, we present a comprehensive approach to enhancing submersible trajectory prediction in deepsea environments by integrating grey relational analysis and reinforcement learning techniques. the utilization of grey relational evaluation models and Multi-Agent Reinforcement learning withthe MADDPG method allows for the optimization of search and rescue equipment selection for deep-sea submersibles. By considering factors such as equipment availability, maintenance, preparation, and usage-related costs, the proposed methodology aims to improve the efficiency and effectiveness of search and rescue operations in challenging underwater conditions. Furthermore, the integration of grey relational analysis and reinforcement learning offers a novel and advanced strategy for predicting submersible trajectories with increased accuracy and reliability. By leveraging the capabilities of these analytical tools, this research contributes to the development of more robust and adaptive systems for deep-sea exploration and recovery missions. the findings of this study have significant implications for enhancing the safety and success of submersible operations in complex underwater environments, ultimately advancing the field of deep-sea exploration and rescue efforts.
the human body relies significantly on bones, enabling movement and structural support. Fractures within bones are frequently observed, prompting doctors to utilize X-ray imaging for accurate diagnosis. However, manua...
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Non-convex optimization plays a key role in a growing number of machine learningapplications. this motivates the identification of specialized structure that enables sharper theoretical analysis. One such identified ...
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Non-convex optimization plays a key role in a growing number of machine learningapplications. this motivates the identification of specialized structure that enables sharper theoretical analysis. One such identified structure is quasar-convexity, a non-convex generalization of convexity that subsumes convex functions. Existing algorithms for minimizing quasar-convex functions in the stochastic setting have either high complexity or slow convergence, which prompts us to derive a new class of stochastic methods for optimizing smooth quasar-convex functions. We demonstrate that our algorithms have fast convergence and outperform existing algorithms on several examples, including the classical problem of learning linear dynamical systems. We also present a unified analysis of our newly proposed algorithms and a previously studied deterministic algorithm.
this study provides a systematic analysis of the role of machine learning in personalizing e-commerce user experiences (UX). through a review of selected recent literature, the study explores various machine learning ...
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Remote sensing has been predominantly used in assessing environmental changes, disaster management, and studies of urban structure, among others, and as the quality of satellite images increases, methods for efficient...
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Design optimization of microwave and RF devices has been of great interest to researchers and engineers in the microwave and RF communities for decades. To achieve an effective optimization, one often faces two challe...
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this paper introduces DeepWS, a dynamic scheduling algorithm that leverages the A2C (Actor-Critic) reinforcement learning algorithm and Graph Convolution Network (GCN) techniques. Unlike existing models, DeepWS does n...
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Intrusion Detection Systems (IDS) is frequently automated using expert systems and applied machine learning methods. Because of the interplay between different industrial control systems and the Internet environment t...
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Each year, selective American colleges sort through tens of thousands of applications to identify a first-year class that displays both academic merit and diversity. In the 2023-2024 admissions cycle, these colleges f...
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Large matrices arise in many machine learning and data analysis applications, including as representations of datasets, graphs, model weights, and first and second-order derivatives. Randomized Numerical Linear Algebr...
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ISBN:
(纸本)9798400704901
Large matrices arise in many machine learning and data analysis applications, including as representations of datasets, graphs, model weights, and first and second-order derivatives. Randomized Numerical Linear Algebra (RandNLA) is an area which uses randomness to develop improved algorithms for ubiquitous matrix problems. the area has reached a certain level of maturity;but recent hardware trends, efforts to incorporate RandNLA algorithms into core numerical libraries, and advances in machine learning, statistics, and random matrix theory, have lead to new theoretical and practical challenges. this article provides a self-contained overview of RandNLA, in light of these developments.
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