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Extra resources for Computable Models of the Law - Languages, Dialogues, Games, Ontologies
Parts of LKIF, its rule semantics and its ontology, were described earlier in [4,5,6]. This publication gives an overview of project results sofar. 1 Interface between LKIF and MetaLex LKIF naturally interfaces with MetaLex, although it can be used with any document format that identiﬁes sources of law and their relevant parts with identifying URI on the expression level. Both LKIF and MetaLex metadata are accessible as RDF data: MetaLex metadata is therefore directly accessible in an LKIF processing environment and does not have to be duplicated.
The deontic notions are underconstrained to accommodate diﬀerences of opinion on their interpretation, and play a considerably less central role in LKIF than in legal knowledge representation in general. Figure 4 shows an entity-relationship diagram with some deontic notions and their relationships. They meet the following criteria, given that O(α | β) means that α is obligatory when β: 1. What is obligatory is permitted. The axiom O(α | β) → P (α | β) is true. 2. The impossible and the meaningless are not obligatory: ¬O(α | α) and ¬O(¬α | α) are true.
Figure 4 shows an entity-relationship diagram with some deontic notions and their relationships. They meet the following criteria, given that O(α | β) means that α is obligatory when β: 1. What is obligatory is permitted. The axiom O(α | β) → P (α | β) is true. 2. The impossible and the meaningless are not obligatory: ¬O(α | α) and ¬O(¬α | α) are true. Taken from . 3. There are no conﬂicting obligations. The obligations O(α | β) and O(¬α | β) are inconsistent: ¬(O(α | β) ∧ O(¬α | β)) is true.