Mixture Policy based Multi-Hop Reasoning over N-tuple Temporal Knowledge Graphs
This work addresses the lack of explainability in N-TKG reasoning methods, which is a problem for researchers and practitioners in knowledge graph applications, though it appears incremental as it builds on existing RL-based approaches.
The paper tackles the problem of reasoning over N-tuple Temporal Knowledge Graphs (N-TKGs) to predict future facts, introducing MT-Path, a Reinforcement Learning-based method that improves explainability by constructing temporal reasoning paths and integrating information from n-tuples, with experimental results showing its effectiveness.
Temporal Knowledge Graphs (TKGs), which utilize quadruples in the form of (subject, predicate, object, timestamp) to describe temporal facts, have attracted extensive attention. N-tuple TKGs (N-TKGs) further extend traditional TKGs by utilizing n-tuples to incorporate auxiliary elements alongside core elements (i.e., subject, predicate, and object) of facts, so as to represent them in a more fine-grained manner. Reasoning over N-TKGs aims to predict potential future facts based on historical ones. However, existing N-TKG reasoning methods often lack explainability due to their black-box nature. Therefore, we introduce a new Reinforcement Learning-based method, named MT-Path, which leverages the temporal information to traverse historical n-tuples and construct a temporal reasoning path. Specifically, in order to integrate the information encapsulated within n-tuples, i.e., the entity-irrelevant information within the predicate, the information about core elements, and the complete information about the entire n-tuples, MT-Path utilizes a mixture policy-driven action selector, which bases on three low-level policies, namely, the predicate-focused policy, the core-element-focused policy and the whole-fact-focused policy. Further, MT-Path utilizes an auxiliary element-aware GCN to capture the rich semantic dependencies among facts, thereby enabling the agent to gain a deep understanding of each n-tuple. Experimental results demonstrate the effectiveness and the explainability of MT-Path.