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Closure.Core --+ | RDFSClosure.RDFS_Semantics --+ | Closure.Core --+ | | | OWLRL.OWLRL_Semantics --+ | CombinedClosure.RDFS_OWLRL_Semantics --+ | OWLRL_Extension
Additional rules to OWL 2 RL. The initialization method also adds the
owl:rational
datatype to the set of allowed datatypes with
the _strToRational function as a
conversion between the literal form and a Rational. The
xsd:decimal
datatype is also set to be a subclass of
owl:rational
. Furthermore, the restricted datatypes are
extracted from the graph using a separate method in a different module, and all those
datatypes are also added to the set of allowed datatypes. In the case of
the restricted datatypes and extra subsumption relationship is set up
between the restricted and the base datatypes.
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Inherited from Inherited from Inherited from |
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Inherited from |
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extra_axioms =
additional axioms that have to be added to the deductive closure (in case the axiomatic triples are required) |
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array of restricted datatype instances |
restricted_datatypes list of the datatype restriction |
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Inherited from Inherited from |
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A one-time-rule: all the literals are checked whether they are (a) of type restricted by a faceted (restricted) datatype and (b) whether the corresponding value abides to the restrictions. If true, then the literal gets an extra tag as being of type of the restricted datatype, too. |
Add the extra axioms, related to the self restrictions.
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This method is invoked only once at the beginning, and prior of, the forward chaining process. At present, only the L{subsumption} of restricted datatypes<_subsume_restricted_datatypes>} is performed.
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Helping method to check whether a type statement is in line with a possible restriction. This method is invoked by rule "cls-avf" before setting a type on an allValuesFrom restriction. The method is a placeholder at this level. It is typically implemented by subclasses for extra checks, eg, for datatype facet checks.
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Go through the additional rules implemented by this module.
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extra_axiomsadditional axioms that have to be added to the deductive closure (in case the axiomatic triples are required)
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