Hierarchical embedding for DAG reachability queries

Giacomo Bergami, Flavio Bertini, D. Montesi
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引用次数: 3

Abstract

Current hierarchical embeddings are inaccurate in both reconstructing the original taxonomy and answering reachability queries over Direct Acyclic Graph. In this paper, we propose a new hierarchical embedding, the Euclidean Embedding (EE), that is correct by design due to its mathematical formulation and associated lemmas. Such embedding can be constructed during the visit of a taxonomy, thus making it faster to generate if compared to other learning-based embeddings. After proposing a novel set of metrics for determining the embedding accuracy with respect to the reachability queries, we compare our proposed embedding with state-of-the-art approaches using full trees from 3 to 1555 nodes and over a real-world Direct Acyclic Graph of 1170 nodes. The benchmark shows that EE outperforms our competitors in both accuracy and efficiency.
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DAG可达性查询的分层嵌入
目前的层次嵌入在重构原始分类和回答直接无环图上的可达性查询方面都是不准确的。在本文中,我们提出了一种新的层次嵌入,欧几里得嵌入(EE),由于其数学公式和相关引理,它在设计上是正确的。这种嵌入可以在访问分类法期间构建,因此与其他基于学习的嵌入相比,生成分类法的速度更快。在提出了一组新的指标来确定相对于可达性查询的嵌入精度之后,我们将我们提出的嵌入与使用3到1555个节点的全树和1170个节点的现实世界的直接无环图的最先进方法进行了比较。基准测试表明,EE在准确性和效率方面都优于竞争对手。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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