Rewrite, rewrite, rewrite, rewrite, rewrite, …

We study properties of rewrite systems that are not necessarily terminating, but allow instead for transfinite derivations that have a limit. In particular, we give conditions for the existence of a limit and for its uniqueness and relate the operational and algebraic semantics of infinitary theories. We also consider sufficient completeness of hierarchical systems

Algebraic data type and process specifications based on projection spaces

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