Using microprocessors and microcomputers: the 6800 family by William C. Wray

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By William C. Wray

This version has been up to date to incorporate info at the functions of Motorola's microcontrollers - the 68HC11 kinfolk. extra fabric additionally contains updates on: semiconductor stories; complicated assemblers for the 68000 meeting language; and the 68000 microprocessor.

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OWL-S is an OWL-based Web ontology, which is intended to provide Web service providers with a core set of constructs for describing the properties and capabilities of their Web services. OWL-S often refers to externally defined data types using the namespace notation. , ’xsd:string’. ’service:ServiceProfile’ : ’owl:Class’. ’Profile’ :: ’service:ServiceProfile’ ’Profile’[ serviceName *=> ’xsd:string’, textDescription *=> ’xsd:string’, ’rdfs:comment’*->’Definition of Profile’, contactInformation *=>> ’Actor’, hasProcess *=> ’process:Process’, serviceCategory *=>> ServiceCategory, serviceParameter *=>> ServiceParameter, hasParameter *=>> ’process:Parameter’, hasInput *=>> ’process:Input’, hasOutput *=>> ’process:ConditionalOutput’, hasPrecondition *=>> ’expr:Condition’, hasEffect *=>> ’process:ConditionalEffect’ ].

Since OWL-S is an OWL-based ontology, every property must be explicitly specified to be in either the ’owl:ObjectProperty’ class or the ’owl:DataTypeProperty’ class. In F-logic this can be done much more elegantly using rules: Prop:property(Range) :- Domain[Prop ⇒ Range or Prop ⇒ ⇒ Range]. Prop:’owl:ObjectProperty’ :Prop : property(Range) and Range : ’owl:Class’. Prop:’owl:DataTypeProperty’ :Prop : property(Range) and not Range : ’owl:Class’. This example provides a glimpse on how the ability of F-logic to operate at the meta-level provides significant benefits in terms of conciseness and readability of ontology specifications.

Definitions of instances. , classes) they belong to and by specifying concrete values for the attributes of those instances. Sometimes the values might not be given explicitly, but only their existence may be asserted with various degrees of precision. For instance, ∃ F john[father → F] or john[father → bob] ∨ john[father → bill]. Some concepts may not have explicitly defined instances. Instead, their instances may be defined by deductive rules. The latter concepts are akin to database views. In F-logic, class taxonomies are represented directly using the subclass relationship ::.

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