Abstract
Equivalence transformations are widely used in practical designs of VLSI circuits using Ruby. This paper demonstrates how proofs of these equivalences easily may be performed within a formal framework by a theorem prover. The proof tool used is called RubyZF and contains a semantical embedding of Ruby within Zermelo-Fraenkel set theory using the Isabelle theorem prover. The use of the system is exemplified by a concrete example taken from the T-Ruby design system.
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