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Bayesian Inference with Complex Knowledge Graph Evidence

AAAI 2024 · Probabilistic and scientific modeling › Uncertainty and Gaussian processes · approach: Nonparametric and PAC-Bayes Bayesian learning · 3 citations (OpenAlex)

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Casts incremental belief tracking over unknown KG entities with complex logical evidence as Bayesian filtering, using a SimplE-based Gaussian MRF with MPE and a marginal quantifier (BIKG).

Problem

Reasoning over unobserved knowledge graph entities when complex logical KG evidence (negation, conjunction, disjunction, quantifiers) arrives sequentially, as in incremental KG query answering and critiquing-based recommendation.

Approach

Construct an MRF from complex FOL KG evidence via knowledge-based model construction, with SimplE embeddings as Gaussian factors, and perform closed-form Gaussian Bayesian updating; intermediate variables are handled by MPE beam search, and a Marginal quantifier integrates over multiple paths analytically via Schur complement.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use BIKG for incremental complex KGQA instead of CQD variantsSimplE-based KG inference · FB15k, FB15k-237, and NELL995 sequential query answeringhit rate@10Helped
Use BIKG with the Marginal quantifier rather than MPE alone (ablation)BIKG recommendation inference · Movielens 20M and LFM-1b critique-based recommendationhit rate@10Helped
Use BIKG with MPE rather than CQD variantsSimplE-based recommendation inference · Movielens 20M and LFM-1b critique-based recommendationhit rate@10Helped
Replace the MPE-only treatment of intermediate variables with MPE plus marginalization (ablation)BIKG multi-path reasoning · Complex KG evidence with multiple valid intermediate entitieshit rate@10Helped

Surprising findings

Limitations

Experimental setup

Datasets: FB15k FB15k-237 NELL995 MovieLens 20M LFM-1b Freebase

Benchmarks: FB15k FB15k-237 NELL995 MovieLens 20M + FB LFM-1b + FB

Metrics: hit rate@10

Baselines: CQD-M CQD-Ł CQD-P

Builds on: SimplE CQD knowledge-based model construction Gaussian belief propagation

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