Hierarchical Framework
Hierarchical frameworks are increasingly used to structure complex problems by breaking them down into nested levels of sub-problems, enabling more efficient and robust solutions. Current research focuses on applying these frameworks across diverse fields, employing techniques like hierarchical quadratic programming, reinforcement learning, and various deep learning architectures (e.g., Transformers, Graph Neural Networks) to address challenges in areas such as robotics, natural language processing, and environmental monitoring. The resulting advancements offer improved performance, scalability, and interpretability in these domains, leading to more effective algorithms and systems. This approach is particularly valuable for tackling problems with inherent hierarchical structures or those requiring the integration of multiple tasks with varying levels of abstraction.
Papers
GaitStrip: Gait Recognition via Effective Strip-based Feature Representations and Multi-Level Framework
Ming Wang, Beibei Lin, Xianda Guo, Lincheng Li, Zheng Zhu, Jiande Sun, Shunli Zhang, Xin Yu
SpeechFormer: A Hierarchical Efficient Framework Incorporating the Characteristics of Speech
Weidong Chen, Xiaofen Xing, Xiangmin Xu, Jianxin Pang, Lan Du