Knowledge Graph Embedding (KGE) methods have gained enormous attention from a wide range of AI communities including Natural Language Processing (NLP) for text generation, classification and context induction. Embedding a huge number of inter-relationships in terms of a small number of dimensions, require proper modeling in both cognitive and computational aspects. Recently, numerous objective functions regarding cognitive and computational aspects of natural languages are developed. Among which are the state-of-the-art methods of linearity, bilinearity, manifold-preserving kernels, projection-subspace, and analogical inference. However, the major challenge of such models lies in their loss functions that associate the dimension of relation embeddings to corresponding entity dimension. This leads to inaccurate prediction of corresponding relations among entities when counterparts are estimated wrongly. ProjE KGE, published by Bordes et al., due to low computational complexity and high potential for model improvement, is improved in this work regarding all translative and bilinear interactions while capturing entity nonlinearity. Experimental results on benchmark Knowledge Graphs (KGs) such as FB15K and WN18 show that the proposed approach outperforms the state-of-the-art models in entity prediction task using linear and bilinear methods and other recent powerful ones. In addition, a parallel processing structure is proposed for the model in order to improve the scalability on large KGs. The effects of different adaptive clustering and newly proposed sampling approaches are also explained which prove to be effective in improving the accuracy of knowledge graph completion.
翻译:知识嵌入图(KGE)方法已引起广泛的AI社区的广泛关注,包括用于文本生成、分类和背景介绍的自然语言处理(NLP)等广泛AI社区对知识嵌入(KGE)方法的极大关注。这种模型的主要挑战在于其损失功能,将关系嵌入的层面与相应实体的层面相联系。这导致在对对应方作出错误估计时对各实体间的相应关系作出不准确的预测。Bordes等人出版的ProjE KGE,由于计算复杂性低,而且模型改进潜力大,因此,由于所有拟议移动和双线互动的最先进方法、双线性、多端保留内核、投影-子空间和模拟推断。然而,这类模型的主要挑战在于其损失功能,即将关系嵌入的层面与相应实体的层面联系起来。在FB15KK和Walterimal Instruction中,拟议在双向双向模型中改进的升级方法。在使用双向模型和双向模型中,最近对双向的升级方法将改进其他的升级后,在双向模型和双向的升级。