Structure pred_setSyntax
signature pred_setSyntax =
sig
include Abbrev
val mk_set_type : hol_type -> hol_type
val dest_set_type : hol_type -> hol_type
val is_set_type : hol_type -> bool
val eltype : term -> hol_type
val in_tm : term
val empty_tm : term
val univ_tm : term
val insert_tm : term
val inter_tm : term
val union_tm : term
val diff_tm : term
val delete_tm : term
val gspec_tm : term
val compl_tm : term
val card_tm : term
val image_tm : term
val finite_tm : term
val sing_tm : term
val subset_tm : term
val pow_tm : term
val psubset_tm : term
val disjoint_tm : term
val bigunion_tm : term
val biginter_tm : term
val cross_tm : term
val count_tm : term
val max_set_tm : term
val min_set_tm : term
val sum_image_tm: term
val sum_set_tm : term
val choice_tm : term
val rest_tm : term
val inj_tm : term
val surj_tm : term
val bij_tm : term
val linv_tm : term
val rinv_tm : term
val mk_in : term * term -> term
val mk_empty : hol_type -> term
val mk_univ : hol_type -> term
val mk_insert : term * term -> term
val prim_mk_set : term list * hol_type -> term
val mk_set : term list -> term
val mk_inter : term * term -> term
val mk_union : term * term -> term
val mk_diff : term * term -> term
val mk_delete : term * term -> term
val prim_mk_set_spec : term * term * term list -> term
val mk_set_spec : term * term -> term
val mk_compl : term -> term
val mk_card : term -> term
val mk_image : term * term -> term
val mk_finite : term -> term
val mk_infinite : term -> term
val mk_sing : term -> term
val mk_subset : term * term -> term
val mk_psubset : term * term -> term
val mk_pow : term -> term
val mk_disjoint : term * term -> term
val mk_bigunion : term -> term
val mk_biginter : term -> term
val list_mk_bigunion : term list -> term
val list_mk_biginter : term list -> term
val mk_cross : term * term -> term
val mk_count : term -> term
val mk_max_set : term -> term
val mk_min_set : term -> term
val mk_sum_image : term * term -> term
val mk_sum_set : term -> term
val mk_choice : term -> term
val mk_rest : term -> term
val mk_inj : term * term * term-> term
val mk_surj : term * term * term-> term
val mk_bij : term * term * term-> term
val mk_linv : term * term * term-> term
val mk_rinv : term * term * term-> term
val dest_in : term -> term * term
val dest_empty : term -> hol_type
val dest_univ : term -> hol_type
val dest_insert : term -> term * term
val strip_set : term -> term list
val dest_inter : term -> term * term
val dest_union : term -> term * term
val dest_diff : term -> term * term
val dest_delete : term -> term * term
val dest_set_spec : term -> term * term
val dest_compl : term -> term
val dest_card : term -> term
val dest_image : term -> term * term
val dest_finite : term -> term
val dest_infinite : term -> term
val dest_sing : term -> term
val dest_subset : term -> term * term
val dest_psubset : term -> term * term
val dest_pow : term -> term
val dest_disjoint : term -> term * term
val dest_bigunion : term -> term
val dest_biginter : term -> term
val strip_bigunion : term -> term list
val strip_biginter : term -> term list
val dest_cross : term -> term * term
val dest_count : term -> term
val dest_max_set : term -> term
val dest_min_set : term -> term
val dest_sum_image : term -> term * term
val dest_sum_set : term -> term
val dest_choice : term -> term
val dest_rest : term -> term
val dest_inj : term -> term * term * term
val dest_surj : term -> term * term * term
val dest_bij : term -> term * term * term
val dest_linv : term -> term * term * term
val dest_rinv : term -> term * term * term
val is_in : term -> bool
val is_empty : term -> bool
val is_univ : term -> bool
val is_insert : term -> bool
val is_inter : term -> bool
val is_union : term -> bool
val is_diff : term -> bool
val is_delete : term -> bool
val is_set_spec : term -> bool
val is_compl : term -> bool
val is_card : term -> bool
val is_image : term -> bool
val is_finite : term -> bool
val is_infinite : term -> bool
val is_sing : term -> bool
val is_subset : term -> bool
val is_psubset : term -> bool
val is_pow : term -> bool
val is_disjoint : term -> bool
val is_bigunion : term -> bool
val is_biginter : term -> bool
val is_cross : term -> bool
val is_count : term -> bool
val is_max_set : term -> bool
val is_min_set : term -> bool
val is_sum_image: term -> bool
val is_sum_set : term -> bool
val is_choice : term -> bool
val is_rest : term -> bool
val is_inj : term -> bool
val is_surj : term -> bool
val is_bij : term -> bool
val is_linv : term -> bool
val is_rinv : term -> bool
end
HOL 4, Kananaskis-13