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<b:Source>
<b:Tag>brucker.ea:hol-z:2003</b:Tag>
<b:SourceType>ArticleInAPeriodical</b:SourceType>
<b:Year>2003</b:Year>
<b:Month>feb</b:Month>
<b:PeriodicalName>Journal of Universal Computer Science</b:PeriodicalName>
<b:Volume>9</b:Volume>
<b:Issue>2</b:Issue>
<b:Pages>152-172</b:Pages>
<b:Author>
<b:Author><b:NameList>
<b:Person><b:Last>Brucker</b:Last><b:First>Achim</b:First><b:Middle>D</b:Middle></b:Person>
<b:Person><b:Last>Rittinger</b:Last><b:First>Frank</b:First></b:Person>
<b:Person><b:Last>Wolff</b:Last><b:First>Burkhart</b:First></b:Person>
</b:NameList></b:Author>
</b:Author>
<b:Title>HOL-Z 2.0: A Proof Environment for Z-Specifications</b:Title>
<b:Comments>We present a new proof environment for the specification language Z. The basis is a semantic representation of Z in a structure-preserving, shallow embedding in Isabelle/HOL. On top of the embedding, new proof support for the Z schema calculus and for proof structuring are developed. Thus, we integrate Z into a well-known and trusted theorem prover with advanced deduction technology such as higher-order rewriting, tableaux-based provers and arithmetic decision procedures. A further achievement of this work is the integration of our embedding into a new tool-chain providing a Z-oriented type checker, documentation facilities and macro support for refinement proofs; as a result, the gap has been closed between a logical embedding proven correct and a tool suited for applications of non-trivial size.</b:Comments>
</b:Source>
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