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CNCC2019-陈华钧-可解释的知识图谱推理及应用.pdf

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知识图谱:刻画事物关系、沉淀领域知识
知识 + 图谱:两个互补的技术维度
What is Reasoning
Reasoning with Knowledge Graph
Deductive Reasoning with Ontological Axioms
Deductive Reasoning with Ontological Axioms
Inductive Reasoning with Graph Structure and Rule Learning
Inductive Reasoning with Embedding or Representation Learning
Inductive Reasoning with Graph Neural Network
可微分的知识图谱推理:可解释性和稀疏性 Differentiable Reasoning with Knowledge Graph: Explanations and Sparsity
Iteratively Learning Embeddings and Rules for Knowledge Graph Reasoning
Iteratively Learning Embeddings and Rules for Knowledge Graph Reasoning
Iteratively Learning Embeddings and Rules for Knowledge Graph Reasoning
Iteratively Learning Embeddings and Rules for Knowledge Graph Reasoning
知识图谱的稀疏性问题:Meta Relational Learning
知识图谱的稀疏性问题:Meta Relational Learning
知识图谱的稀疏性问题:Meta Relational Learning
利用知识图谱增强电商应用的可解释性
利用知识图谱增强电商应用的可解释性
知识图谱的未来发展:融合的知识表征学习
知识图谱的未来发展:知识图谱与低资源问题
知识图谱的未来发展:知识的信任链与众包确权
新书:《知识图谱:方法、实践与应用》by OpenKG
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可解释的知识图谱推理及应用 陈华钧 浙江大学计算机科学与技术学院 教授/博导 CNCC2019
目录 知识图谱概述 知识图谱推理 近期相关工作 知识图谱未来 CNCC2019
知识图谱:刻画事物关系、沉淀领域知识 知识图谱旨在利用图结构建模、识别和推断事物之间的复杂关联关系和沉淀领域知识,是实现认知智能的重 要基石,已经被广泛应用于搜索引擎、智能问答、语言语义理解、大数据决策分析、智能物联等众多领域。 浅谈知识图谱推理技术前沿 3 CNCC2019
知识 + 图谱:两个互补的技术维度 Knowledge Graph is more expressive than pure Graph but less complex than formal logic. 浅谈知识图谱推理技术前沿 4 CNCC2019
What is Reasoning 浅谈知识图谱推理技术前沿 5 CNCC2019
Reasoning with Knowledge Graph •Machine reasoning is a difficult task, •Reasoning with KG simplifies the problem to fact prediction or relational reasoning. •Many real life problems (link prediction, causal reasoning, KG-based question answering, recommendation, etc.. ) can be formulated as knowledge graph reasoning or reasoning over a graph. 浅谈知识图谱推理技术前沿 6 关系推理/链接预测/知识图谱补全/质量校验 CNCC2019
Deductive Reasoning with Ontological Axioms Simple logic deduction with ontological axioms (rules) performed mostly over TBox or Schema of KGs. 浅谈知识图谱推理技术前沿 7 CNCC2019
Deductive Reasoning with Ontological Axioms Deductive reasoning with ontology can be very complex when considering more ontological axioms (can be reformulated as rules) or Datalog-like rules. 浅谈知识图谱推理技术前沿 8 CNCC2019
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