The issue of adjusting neural network structure is one of the core problems in artificial intelligence. The issue of adjusting neural network structure is one of the core problems in artificial intelligence. A highly desirable scenario is a dynamic architecture that evolves structurally during the training process. In this paper, we propose a new and powerful tool that facilitates dynamic changes in network structure. We introduce a novel form of residual connections based on matrix extensions, enabling adaptable weight matrices and enhancing structural flexibility. The approach enhance the potential for structural modifications. We conducted a series of comprehensive experiments confirming that the new residual connections scheme behaves very well. The new type of connection improves performance by enabling better error flow during the error backpropagation phase, resulting in more efficient training. Our method demonstrates superior performance and enhanced trackability during the training process. The paper is supplemented by Python source code to ensure reproducibility. This method marks a significant starting point, showing immense potential for more advanced dynamic neural network models and transfer learning with dynamic models.

错误:搜索内容不能为空,请输入英文关键词
错误:关键词超出字数限制,请精简
高级检索

Dynamic Neural Network with Matrix-Extended Residual Connections

  • Szymon Świderski,
  • Agnieszka Jastrzȩbska

摘要

The issue of adjusting neural network structure is one of the core problems in artificial intelligence. The issue of adjusting neural network structure is one of the core problems in artificial intelligence. A highly desirable scenario is a dynamic architecture that evolves structurally during the training process. In this paper, we propose a new and powerful tool that facilitates dynamic changes in network structure. We introduce a novel form of residual connections based on matrix extensions, enabling adaptable weight matrices and enhancing structural flexibility. The approach enhance the potential for structural modifications. We conducted a series of comprehensive experiments confirming that the new residual connections scheme behaves very well. The new type of connection improves performance by enabling better error flow during the error backpropagation phase, resulting in more efficient training. Our method demonstrates superior performance and enhanced trackability during the training process. The paper is supplemented by Python source code to ensure reproducibility. This method marks a significant starting point, showing immense potential for more advanced dynamic neural network models and transfer learning with dynamic models.