In the field of deep learning, various architectures have been developed. However, most studies are limited to specific tasks or datasets due to their fixed layer structure. This paper does not express the structure delivering information as a network model but as a data structure called a neuro tree(NT). And we propose two artificial association networks(AANs) designed to solve the problems of existing networks by analyzing the structure of human neural networks. Defining the starting and ending points of the path in a single graph is difficult, and a tree cannot express the relationship among sibling nodes. On the contrary, an NT can express leaf and root nodes as the starting and ending points of the path and the relationship among sibling nodes. Instead of using fixed sequence layers, we create a neuro tree for each data and train AANs according to the tree's structure. AANs are data-driven learning in which the number of convolutions varies according to the depth of the tree. Moreover, AANs can simultaneously learn various types of datasets through the recursive learning. Depth-first convolution (DFC) encodes the interaction result from leaf nodes to the root node in a bottom-up approach, and depth-first deconvolution (DFD) decodes the interaction result from the root node to the leaf nodes in a top-down approach. We conducted three experiments. The first experiment verified whether it could be processed by combining AANs and feature extraction networks. In the second, we compared the performance of networks that separately learned image, sound, and tree, graph structure datasets with the performance simultaneously learned by connecting these networks. In the third, we verified whether the output of AANs can embed all data in the NT. As a result, AATs learned without significant performance degradation.
翻译:在深层学习领域,已经开发了各种结构。 但是, 大多数研究都局限于特定的任务或数据集, 因为它们的固定层结构。 本文并不表示作为网络模型而提供信息的架构, 而是作为称为神经树( NT) 的数据结构。 我们建议了两个人工关联网络( AANs), 目的是通过分析人类神经网络的结构来解决现有网络的问题。 在一个图形中定义路径的起始点和结束点是困难的, 树不能表达相交节点之间的关系 。 相反, 一个 NT 可以表达叶和根节点, 作为路径的起始点和结束点, 并表达 sibling 节点。 我们使用固定的序列层结构, 我们为每个数据创建一个神经网络, 根据树的构造结构培训 AANs 。 由数据驱动的学习过程, 通过树的深度, AANs 可以同时学习各种类型的图像, 通过循环学习 。 深度的 深度转换( DFC) 将网络的运行结果从直径向下, 将数据运行结果从直径解到直径直径。 。 。