src/HOL/Nominal/nominal_atoms.ML
2006-04-27 berghofe 2006-04-27 Adapted to new interface of add_axclass_i.
2006-04-27 urbanc 2006-04-27 isar-keywords.el - I am not sure what has changed here nominal.thy - includes a number of new lemmas (including freshness and perm_aux things) nominal_atoms.ML - no particular changes here nominal_permeq.ML - a new version of the decision procedure using for permutation composition the constant perm_aux examples - various adjustments
2006-03-15 berghofe 2006-03-15 add_inst_arity_i renamed to prove_arity.
2006-03-01 urbanc 2006-03-01 added fresh_fun_eqvt theorem to the theorem collection
2006-02-26 urbanc 2006-02-26 improved the decision-procedure for permutations; now uses a simproc FIXME: the simproc still needs to be adapted for arbitrary atom types
2006-02-24 berghofe 2006-02-24 Reverted to old interface of AxClass.add_inst_arity(_i)
2006-02-24 berghofe 2006-02-24 Adapted to Florian's recent changes to the AxClass package.
2006-01-23 krauss 2006-01-23 Updated to Isabelle 2006-01-23
2006-01-22 urbanc 2006-01-22 made the change for setup-functions not returning functions anymore
2006-01-19 berghofe 2006-01-19 Use generic Simplifier.simp_add attribute instead of Simplifier.simp_add_global.
2006-01-11 urbanc 2006-01-11 rolled back the last addition since these lemmas were already in the simpset.
2006-01-11 urbanc 2006-01-11 added the thms-collection "pt_id" (collection of all pt_<ak>1 lemmas)
2006-01-09 urbanc 2006-01-09 added some lemmas to the collection "abs_fresh" the lemmas are of the form finite (supp x) ==> (b # [a].x) = (b=a \/ b # x) previously only lemmas of the form (b # [a].x) = (b=a \/ b # x) with the type-constraint that x is finitely supported were included.
2006-01-07 urbanc 2006-01-07 added private datatype nprod (copy of prod) to be used in the induction rule
2006-01-05 urbanc 2006-01-05 changed the name of the type "nOption" to "noption".
2005-12-19 urbanc 2005-12-19 made the changes according to Florian's re-arranging of tuples (everything up to 19th December).
2005-12-19 urbanc 2005-12-19 added proofs to show that every atom-kind combination is in the respective finite-support class (now have to adjust the files according to Florian's changes)
2005-12-19 urbanc 2005-12-19 added thms to perm_compose (so far only composition theorems were included where the type of the permutation was equal)
2005-12-19 urbanc 2005-12-19 tuned one comment
2005-12-18 urbanc 2005-12-18 more cleaning up - this time of the cp-instance proofs
2005-12-18 urbanc 2005-12-18 improved the finite-support proof added finite support proof for options (I am surprised that one does not need more fs-proofs; at the moment only lists, products, units and atoms are shown to be finitely supported (of course also every nominal datatype is finitely supported)) deleted pt_bool_inst - not necessary because discrete types are treated separately in nominal_atoms
2005-12-18 urbanc 2005-12-18 improved the code for showing that a type is in the pt-axclass (I try to slowly overcome my incompetence with such ML-code).
2005-12-16 urbanc 2005-12-16 added container-lemma fresh_eqvt (definition: container-lemma contains all instantiations of a lemma from the general theory)
2005-12-13 urbanc 2005-12-13 added a fresh_left lemma that contains all instantiation for the various atom-types.
2005-12-10 urbanc 2005-12-10 changed the types in accordance with Florian's changes
2005-12-08 berghofe 2005-12-08 Adapted to new type of PureThy.add_defs_i.
2005-12-05 urbanc 2005-12-05 added code to say that discrete types (nat, bool, char) are instances of cp_*_*.
2005-11-30 urbanc 2005-11-30 added facilities to prove the pt and fs instances for discrete types
2005-11-29 urbanc 2005-11-29 made some of the theorem look-ups static (by using thm instead of PureThy.get_thm)
2005-11-27 urbanc 2005-11-27 finished cleaning up the parts that collect lemmas (with instantiations) under some general names
2005-11-07 urbanc 2005-11-07 used the function Library.product for the cprod from Stefan
2005-11-02 berghofe 2005-11-02 Moved atom stuff to new file nominal_atoms.ML