2022
DOI: 10.1007/978-3-031-19433-7_2
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Faithful Embeddings for $$\mathcal{E}\mathcal{L}^{++}$$ Knowledge Bases

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Cited by 10 publications
(6 citation statements)
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“…Geometric relational embeddings encode real-world relational knowledge by geometric objects such as convex regions like n-balls (Kulmanov et al, 2019), convex cones (Zhang et al, 2021;, axis-parallel boxes (Vilnis et al, 2018;Xiong et al, 2022c;Ren et al, 2020) and non-Euclidean manifold components (Xiong et al, 2022a). A key advantage of these geometric embeddings is that they nicely model the set-theoretic semantics that can be used to capture logical rules of KGs (Abboud et al, 2020), ontological axioms (Kulmanov et al, 2019;Xiong et al, 2022c), transitive closure (Vilnis et al, 2018), and logical query for multi-hop reasoning (Ren et al, 2020). Different from all previous work, ShrinkE is the first geometric embedding that aims at modeling inference patterns for hyper-relational KGs.…”
Section: A Supplemental Related Workmentioning
confidence: 99%
See 1 more Smart Citation
“…Geometric relational embeddings encode real-world relational knowledge by geometric objects such as convex regions like n-balls (Kulmanov et al, 2019), convex cones (Zhang et al, 2021;, axis-parallel boxes (Vilnis et al, 2018;Xiong et al, 2022c;Ren et al, 2020) and non-Euclidean manifold components (Xiong et al, 2022a). A key advantage of these geometric embeddings is that they nicely model the set-theoretic semantics that can be used to capture logical rules of KGs (Abboud et al, 2020), ontological axioms (Kulmanov et al, 2019;Xiong et al, 2022c), transitive closure (Vilnis et al, 2018), and logical query for multi-hop reasoning (Ren et al, 2020). Different from all previous work, ShrinkE is the first geometric embedding that aims at modeling inference patterns for hyper-relational KGs.…”
Section: A Supplemental Related Workmentioning
confidence: 99%
“…Link prediction on knowledge graphs (KGs) is a central problem for many KG-based applications Lukovnikov et al, 2017;Lu et al, 2023;Xiong et al, 2022b;Chen et al, 2022). Existing works (Sun et al, 2019;Bordes et al, 2013) have mostly studied link prediction on binary relational KGs, wherein each fact is represented by a triple, e.g., (Einstein, educated_at, University of Zurich).…”
Section: Introductionmentioning
confidence: 99%
“…This simplification cannot fully express the logical structure of axioms. To overcome these limitations, Xiong et al proposed BoxEL [54] for embedding EL ++ ontologies. They modeled the concepts in the ontology as boxes (axis-aligned hyperrectangles).…”
Section: Description Logic Elmentioning
confidence: 99%
“…However, these methods fail to capture the rich semantics conveyed in entities and terms ( e.g ., synonyms, definitions, types), which are essential to handle the inconsistent naming conventions from multi-sources. Another line of work leverage neural embedding models [ 9 , 19 , 20 , 38 , 46 ] to represent entities as dense vectors using semantic attributes, structural properties, and alignment supervisions. These models perform better than unsupervised models when sufficient training samples are available.…”
Section: Introductionmentioning
confidence: 99%