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changed error message
2009-12-11, by Christian Urban
reformulated the lemma lifting_procedure as ML value; gave better warning message for injection case
2009-12-11, by Christian Urban
slightly tuned
2009-12-10, by Christian Urban
merged
2009-12-10, by Christian Urban
added Larry's theory; introduced lemma equivpI; added something to the TODO about error messages
2009-12-10, by Christian Urban
added maps-printout and tuned some comments
2009-12-10, by Christian Urban
Option and Sum quotients.
2009-12-10, by Cezary Kaliszyk
Regularized the hard lemma.
2009-12-10, by Cezary Kaliszyk
Simplification of Babses for regularize; will probably become injection
2009-12-10, by Cezary Kaliszyk
Found the problem with ttt3.
2009-12-10, by Cezary Kaliszyk
minor
2009-12-10, by Cezary Kaliszyk
Moved Unused part of locale to Unused QuotMain.
2009-12-10, by Cezary Kaliszyk
Moved 'int_induct' to IntEx to keep IntEx2 being just theory of integers in order.
2009-12-10, by Cezary Kaliszyk
Removed 'Presburger' as it introduces int & other minor cleaning in Int2.
2009-12-10, by Cezary Kaliszyk
more tuning
2009-12-10, by Christian Urban
tuned
2009-12-10, by Christian Urban
simplified the instantiation of QUOT_TRUE in procedure_tac
2009-12-10, by Christian Urban
completed previous commit
2009-12-10, by Christian Urban
deleted DT/NDT diagnostic code
2009-12-10, by Christian Urban
moved the interpretation code into Unused.thy
2009-12-10, by Christian Urban
added an attempt to get a finite set theory
2009-12-10, by Christian Urban
removed memb and used standard mem (member from List.thy)
2009-12-10, by Christian Urban
merged
2009-12-10, by Christian Urban
simplified proofs
2009-12-10, by Christian Urban
removed quot_respect attribute of a non-standard lemma
2009-12-10, by Christian Urban
With int_of_nat as a quotient_def, lemmas about it can be easily lifted.
2009-12-10, by Cezary Kaliszyk
merged
2009-12-10, by Christian Urban
naming in this file cannot be made to agree to the original (PROBLEM?)
2009-12-10, by Christian Urban
Lifted some kind of induction.
2009-12-10, by Cezary Kaliszyk
more proofs in IntEx2
2009-12-09, by Christian Urban
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