Improved WD Lemma Generation: Difference between revisions

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The well-definedness lemma generated for predicate <math> x \div y=5 </math>
The well-definedness lemma generated for predicate <math> x \div y=5 \land \lnot x \div y=3 </math>
[[Category:Developer documentation]]
[[Category:Developer documentation]]

Revision as of 10:58, 21 April 2010

This page describes work in progress for optimising well-definedness lemmas generated by the Core Rodin platform.

Motivating examples

With Rodin 1.3, the well-definedness lemma generated for predicate f(x) = f(y) is

f\in S\pfun T\land x\in\dom(f)\land f\in S\pfun T\land y\in\dom(f)

This predicate is sub-optimal as it contains twice the same sub-predicate (f\in S\pfun T). Consequently, when the prover is fed with the generated lemma, it will have to prove twice the same goal.


The well-definedness lemma generated for predicate  x \div y=5 \land \lnot x \div y=3