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This research extends Judea Pearl's causal inference frameworks into probabilistic logic programming, addressing limitations in handling acyclic relationships within traditional Bayesian networks. By establishing a formal semantics for interventions without relying on temporal notions, the work bridges descriptive knowledge with predictive capabilities using stratified ProbLog programs. This advancement is significant for developers building robust AI systems that require rigorous logical reasoning alongside causal analysis.
How Rules Represent Causal Knowledge: Causal Modeling with Probabilistic Logic Programming
arXiv:2607.21208v1 Announce Type: new Abstract: Pearl famously argues that causal knowledge enables the prediction of intervention effects. By contrast, purely descriptive knowledge supports only conclusions drawn from observations. His theory of causality, however, is developed exclusively within Bayesian networks and causal models. Consequently, it is largely restricted to acyclic causal relationships, and transferring its ideas to other formalisms risks misinterpretation or inconsistency. This paper brings Pearl's approach to causality into probabilistic logic programming (PLP). To this end, such programs are aligned with philosophical foundations established in prior work that do not rely on temporal notions; that is, all relevant events are assumed to occur simultaneously. A formal causal semantics for these programs, together with a notion of intervention and an implementation, is proposed. It is shown that this semantics coincides with the P-log semantics for stratified ProbLog programs, while the two may differ in the non-stratified case and for other PLP formalisms.
Abstract:Pearl famously argues that causal knowledge enables the prediction of intervention effects. By contrast, purely descriptive knowledge supports only conclusions drawn from observations. His theory of causality, however, is developed exclusively within Bayesian networks and causal models. Consequently, it is largely restricted to acyclic causal relationships, and transferring its ideas to other formalisms risks misinterpretation or inconsistency. This paper brings Pearl's approach to causality into probabilistic logic programming (PLP). To this end, such programs are aligned with philosophical foundations established in prior work that do not rely on temporal notions; that is, all relevant events are assumed to occur simultaneously. A formal causal semantics for these programs, together with a notion of intervention and an implementation, is proposed. It is shown that this semantics coincides with the P-log semantics for stratified ProbLog programs, while the two may differ in the non-stratified case and for other PLP formalisms.
In Proceedings ICLP 2026, arXiv:2607.17707
Artificial Intelligence (cs.AI); Logic in Computer Science (cs.LO); Programming Languages (cs.PL)
arXiv:2607.21208 [cs.AI]
(or arXiv:2607.21208v1 [cs.AI] for this version)
https://doi.org/10.48550/arXiv.2607.21208 Focus to learn more arXiv-issued DOI via DataCite (pending registration)
EPTCS 450, 2026, pp. 478-491
https://doi.org/10.4204/EPTCS.450.35 Focus to learn more DOI(s) linking to related resources
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