An interpreted two-sorted logic is defined to allow the representation of a subclass of flowchart schemata. A decision procedure for the equivalence of simple representing formulae within the logic is developed and as...
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An interpreted two-sorted logic is defined to allow the representation of a subclass of flowchart schemata. A decision procedure for the equivalence of simple representing formulae within the logic is developed and as a consequence a decision procedure for flowchart schemata within the subclass is demonstrated. Applications of the techniques developed within the paper result in further decision procedures for the equivalence of flowchart schemata in other subclasses. In addition, a decision procedure for the equivalence of programs in a simple programming language is given.
"Meaning" may be assigned to a string in a context-free language by defining "attributes" of the symbols in a derivation tree for that string. The attributes can be defined by functions associated ...
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