HOL THEORY BINDINGS
A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
A
B
C
- C_ABS_L (value; combinTheory)
- C_BAG_INSERT_ONE_ONE (value; bagTheory)
- C_DEF (value; combinTheory)
- C_THM (value; combinTheory)
- C_UNCURRY_L (value; pairTheory)
- CANCEL_SUB (value; arithmeticTheory)
- canonical0_def (value; canonicalTheory)
- canonical1_def (value; canonicalTheory)
- canonical2_def (value; canonicalTheory)
- canonical3_def (value; canonicalTheory)
- canonical4_def (value; canonicalTheory)
- canonical5_def (value; canonicalTheory)
- canonical6_def (value; canonicalTheory)
- canonical_grammars (value; canonicalTheory)
- canonical_sum_11 (value; canonicalTheory)
- canonical_sum_Axiom (value; canonicalTheory)
- canonical_sum_case_cong (value; canonicalTheory)
- canonical_sum_case_def (value; canonicalTheory)
- canonical_sum_distinct (value; canonicalTheory)
- canonical_sum_induction (value; canonicalTheory)
- canonical_sum_merge_curried_def (value; canonicalTheory)
- canonical_sum_merge_def (value; canonicalTheory, ringNormTheory)
- canonical_sum_merge_ind (value; canonicalTheory)
- canonical_sum_merge_ok (value; canonicalTheory)
- canonical_sum_merge_tupled_primitive_def (value; canonicalTheory)
- canonical_sum_nchotomy (value; canonicalTheory)
- canonical_sum_prod_def (value; canonicalTheory, ringNormTheory)
- canonical_sum_prod_ok (value; canonicalTheory)
- canonical_sum_repfns (value; canonicalTheory)
- canonical_sum_scalar2_def (value; canonicalTheory, ringNormTheory)
- canonical_sum_scalar2_ok (value; canonicalTheory)
- canonical_sum_scalar3_def (value; canonicalTheory, ringNormTheory)
- canonical_sum_scalar3_ok (value; canonicalTheory)
- canonical_sum_scalar_def (value; canonicalTheory, ringNormTheory)
- canonical_sum_scalar_ok (value; canonicalTheory)
- canonical_sum_simplify_def (value; canonicalTheory, ringNormTheory)
- canonical_sum_simplify_ok (value; canonicalTheory)
- canonical_sum_size_def (value; canonicalTheory)
- canonical_sum_TY_DEF (value; canonicalTheory)
- canonicalTheory (structure)
- CARD_COUNT (value; pred_setTheory)
- CARD_CROSS (value; pred_setTheory)
- CARD_DEF (value; pred_setTheory)
- CARD_DELETE (value; pred_setTheory)
- CARD_DIFF (value; pred_setTheory)
- CARD_EMPTY (value; pred_setTheory)
- CARD_EQ_0 (value; pred_setTheory)
- CARD_INSERT (value; pred_setTheory)
- CARD_INTER_LESS_EQ (value; pred_setTheory)
- CARD_POW (value; pred_setTheory)
- CARD_PSUBSET (value; pred_setTheory)
- CARD_SING (value; pred_setTheory)
- CARD_SING_CROSS (value; pred_setTheory)
- CARD_SUBSET (value; pred_setTheory)
- CARD_UNION (value; pred_setTheory)
- CART_EQ (value; fcpTheory)
- cart_TY_DEF (value; fcpTheory)
- cart_tybij (value; fcpTheory)
- cauchy (value; seqTheory)
- ccode2num_11 (value; ieeeTheory)
- ccode2num_num2ccode (value; ieeeTheory)
- ccode2num_ONTO (value; ieeeTheory)
- ccode2num_thm (value; ieeeTheory)
- ccode_Axiom (value; ieeeTheory)
- ccode_BIJ (value; ieeeTheory)
- ccode_case (value; ieeeTheory)
- ccode_case_cong (value; ieeeTheory)
- ccode_case_def (value; ieeeTheory)
- ccode_distinct (value; ieeeTheory)
- ccode_EQ_ccode (value; ieeeTheory)
- ccode_induction (value; ieeeTheory)
- ccode_nchotomy (value; ieeeTheory)
- ccode_size_def (value; ieeeTheory)
- ccode_TY_DEF (value; ieeeTheory)
- char_BIJ (value; stringTheory)
- CHAR_EQ_THM (value; stringTheory)
- CHAR_INDUCT_THM (value; stringTheory)
- char_TY_DEF (value; stringTheory)
- CHOICE_DEF (value; pred_setTheory)
- CHOICE_INSERT_REST (value; pred_setTheory)
- CHOICE_NOT_IN_REST (value; pred_setTheory)
- CHOICE_SING (value; pred_setTheory)
- ChoosePath_def (value; MachineTransitionTheory)
- CHR_11 (value; stringTheory)
- CHR_ONTO (value; stringTheory)
- CHR_ORD (value; stringTheory)
- Clip (value; fxpTheory)
- closed (value; topologyTheory)
- closed_def (value; fixedPointTheory)
- CLOSED_LIMPT (value; topologyTheory)
- CLOSED_PAIR_EQ (value; pairTheory)
- closest (value; ieeeTheory)
- CLOSEST_IN_SET (value; floatTheory)
- CLOSEST_IS_CLOSEST (value; floatTheory)
- CLOSEST_IS_EVERYTHING (value; floatTheory)
- CO_BUECHI_BEFORE_CLOSURE (value; Omega_AutomataTheory)
- CO_BUECHI_CONJ_CLOSURE (value; Omega_AutomataTheory)
- CO_BUECHI_DISJ_CLOSURE (value; Omega_AutomataTheory)
- CO_BUECHI_NEXT_CLOSURE (value; Omega_AutomataTheory)
- CO_BUECHI_SBEFORE_CLOSURE (value; Omega_AutomataTheory)
- CO_BUECHI_SUNTIL_CLOSURE (value; Omega_AutomataTheory)
- CO_BUECHI_SWHEN_CLOSURE (value; Omega_AutomataTheory)
- CO_BUECHI_UNTIL_CLOSURE (value; Omega_AutomataTheory)
- CO_BUECHI_WHEN_CLOSURE (value; Omega_AutomataTheory)
- Coder_grammars (value; CoderTheory)
- CoderTheory (structure)
- collision_free_def (value; EncodeTheory)
- combin_grammars (value; combinTheory)
- combinTheory (structure)
- COMM_ASSOC_FOLDL_REVERSE (value; rich_listTheory)
- COMM_ASSOC_FOLDR_REVERSE (value; rich_listTheory)
- COMM_BAG_UNION (value; bagTheory)
- COMM_DEF (value; operatorTheory)
- COMM_MONOID_FOLDL (value; rich_listTheory)
- COMM_MONOID_FOLDR (value; rich_listTheory)
- COMMA_DEF (value; pairTheory)
- comma_tm (value; pairTheory)
- COMMUTING_ITBAG_INSERT (value; bagTheory)
- COMMUTING_ITBAG_RECURSES (value; bagTheory)
- COMMUTING_ITSET_INSERT (value; pred_setTheory)
- COMMUTING_ITSET_RECURSES (value; pred_setTheory)
- compare_def (value; prelimTheory)
- compare_equal (value; prelimTheory)
- compare_index_equal (value; quoteTheory)
- compare_list_index (value; quoteTheory)
- COMPL_CLAUSES (value; pred_setTheory, prob_extraTheory)
- COMPL_COMPL (value; pred_setTheory, prob_extraTheory)
- COMPL_DEF (value; pred_setTheory)
- COMPL_def (value; prob_extraTheory)
- COMPL_EMPTY (value; pred_setTheory)
- COMPL_INTER (value; pred_setTheory)
- COMPL_MEM (value; topologyTheory)
- COMPL_SHD (value; prob_algebraTheory)
- COMPL_SPLITS (value; pred_setTheory, prob_extraTheory)
- COMPLETE_INDUCTION (value; arithmeticTheory)
- COMPONENT (value; pred_setTheory)
- CONCAT_EXTRACT (value; wordsTheory)
- COND_ABS (value; boolTheory)
- COND_CLAUSES (value; boolTheory)
- COND_CONG (value; boolTheory)
- COND_DEF (value; boolTheory)
- COND_EXPAND (value; boolTheory)
- COND_ID (value; boolTheory)
- COND_RAND (value; boolTheory)
- COND_RATOR (value; boolTheory)
- COND_SIMP (value; MachineTransitionTheory)
- CONJ_ASSOC (value; boolTheory)
- CONJ_COMM (value; boolTheory)
- CONJ_SYM (value; boolTheory)
- CONJUNCTIVE_NORMAL_FORM (value; Past_Temporal_LogicTheory)
- CONS (value; listTheory, rich_listTheory)
- CONS_11 (value; listTheory, rich_listTheory)
- CONS_ACYCLIC (value; listTheory)
- CONS_APPEND (value; rich_listTheory)
- CONS_def (value; listTheory)
- Cons_monom (value; canonicalTheory)
- CONS_PERM (value; sortingTheory)
- Cons_varlist (value; canonicalTheory)
- CONSISTENCY (value; defCNFTheory)
- CONSTR (value; ind_typeTheory)
- CONSTR_BOT (value; ind_typeTheory)
- CONSTR_IND (value; ind_typeTheory)
- CONSTR_INJ (value; ind_typeTheory)
- CONSTR_REC (value; ind_typeTheory)
- CONT_ADD (value; limTheory)
- CONT_ATTAINS (value; limTheory)
- CONT_ATTAINS2 (value; limTheory)
- CONT_ATTAINS_ALL (value; limTheory)
- CONT_BOUNDED (value; limTheory)
- CONT_COMPOSE (value; limTheory)
- CONT_CONST (value; limTheory)
- CONT_DIV (value; limTheory)
- CONT_HASSUP (value; limTheory)
- CONT_INJ_LEMMA (value; limTheory)
- CONT_INJ_LEMMA2 (value; limTheory)
- CONT_INJ_RANGE (value; limTheory)
- CONT_INV (value; limTheory)
- CONT_INVERSE (value; limTheory)
- CONT_MUL (value; limTheory)
- CONT_NEG (value; limTheory)
- CONT_SUB (value; limTheory)
- container_grammars (value; containerTheory)
- container_rwts (value; containerTheory)
- containerTheory (structure)
- contl (value; limTheory)
- CONTL_LIM (value; limTheory)
- conv (type; pairTheory)
- Convergent (value; fxpTheory)
- convergent (value; seqTheory)
- cos (value; transcTheory)
- COS_0 (value; transcTheory)
- COS_2 (value; transcTheory)
- COS_ACS (value; transcTheory)
- COS_ADD (value; transcTheory)
- COS_ASN_NZ (value; transcTheory)
- COS_ATN_NZ (value; transcTheory)
- COS_BOUND (value; transcTheory)
- COS_BOUNDS (value; transcTheory)
- COS_CONVERGES (value; transcTheory)
- COS_DOUBLE (value; transcTheory)
- COS_FDIFF (value; transcTheory)
- COS_ISZERO (value; transcTheory)
- COS_NEG (value; transcTheory)
- COS_NPI (value; transcTheory)
- COS_PAIRED (value; transcTheory)
- COS_PERIODIC (value; transcTheory)
- COS_PERIODIC_PI (value; transcTheory)
- COS_PI (value; transcTheory)
- COS_PI2 (value; transcTheory)
- COS_POS_PI (value; transcTheory)
- COS_POS_PI2 (value; transcTheory)
- COS_POS_PI2_LE (value; transcTheory)
- COS_POS_PI_LE (value; transcTheory)
- COS_SIN (value; transcTheory)
- COS_SIN_SQ (value; transcTheory)
- COS_SIN_SQRT (value; transcTheory)
- COS_TOTAL (value; transcTheory)
- COS_ZERO (value; transcTheory)
- COS_ZERO_LEMMA (value; transcTheory)
- count_def (value; pred_setTheory)
- count_EQN (value; pred_setTheory)
- COUNT_SUC (value; pred_setTheory)
- COUNT_ZERO (value; pred_setTheory)
- COUNTINDUCT (value; fxpTheory)
- CR_def (value; relationTheory)
- CROSS_DEF (value; pred_setTheory)
- CROSS_EMPTY (value; pred_setTheory)
- CROSS_EQNS (value; pred_setTheory)
- CROSS_INSERT_LEFT (value; pred_setTheory)
- CROSS_INSERT_RIGHT (value; pred_setTheory)
- CROSS_SINGS (value; pred_setTheory)
- CROSS_SUBSET (value; pred_setTheory)
- CURRY_DEF (value; pairTheory)
- CURRY_ONE_ONE_THM (value; pairTheory)
- CURRY_UNCURRY_THM (value; pairTheory)
- CUT_BOUNDED (value; hrealTheory)
- CUT_DOWN (value; hrealTheory)
- CUT_ISACUT (value; hrealTheory)
- CUT_NEARTOP_ADD (value; hrealTheory)
- CUT_NEARTOP_MUL (value; hrealTheory)
- CUT_NONEMPTY (value; hrealTheory)
- cut_of_hrat (value; hrealTheory)
- CUT_STRADDLE (value; hrealTheory)
- CUT_UBOUND (value; hrealTheory)
- CUT_UP (value; hrealTheory)
D
E