Verifying Properties of Module Construction in Type Theory
نویسندگان
چکیده
This paper presents a comparison between algebraic specii-cations-in-the-large and a type theoretical formulation of modular speci-cations, called deliverables. It is shown that the laws of module algebra can be translated to laws about deliverables which can be proved correct in type theory. The adequacy of the Extended Calculus of Constructions as a possible implementation of type theory is discussed and it is explained how the reformulation of the laws is innuenced by this choice.
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