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Using Algebra of Hyper-Dimensional Vectors for Heuristic Representation of Data While Training Wide Neural Networks

机译:在训练宽泛神经网络的同时使用超维向量的代数进行数据的启发式表示

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The method of heuristic data representation in broad artificial neural networks training using the algebra of binary vectors of large length (hyper-size vectors) is offered in the article. The idea of data decentralization in a binary vector is the basis for a data hyper-size representation. The usage of a traditional data structure presupposes that a binary vector can be divided into two parts where each of them stores some specific value of a data structure field. Such vector division is impossible in a decentralized representation. Each bit of a hyper-size vector stores to some extent structure fields all at once and at the same time all bits of a hyper-size vector are necessary for getting a specific value of a field. Such a representation of data is similar to a traditional one for brain natural neural networks. According to the authors' view point its application will allow to improve the recognition quality and in the future it can lead to the creation of crucially new methodology of machine training and artificial intelligence.
机译:本文提供了使用大长度的二进制向量(超大向量)的代数在广泛的人工神经网络训练中启发式数据表示的方法。二进制向量中数据分散的想法是数据超大尺寸表示的基础。使用传统数据结构的前提是,二进制矢量可以分为两部分,每个部分都存储数据结构字段的某些特定值。在分散的表示中,这种矢量划分是不可能的。超大尺寸向量的每一位都在某种程度上一次存储了结构域,同时,超大尺寸向量的所有位对于获取字段的特定值都是必需的。数据的这种表示类似于脑自然神经网络的传统表示。根据作者的观点,它的应用将有助于提高识别质量,并且在将来它可以导致创建至关重要的机器培训和人工智能新方法。

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