src/HOL/Import/HOL/realax.imp
changeset 44763 b50d5d694838
parent 36349 39be26d1bc28
equal deleted inserted replaced
44762:8f9d09241a68 44763:b50d5d694838
    25   "treal_inv" > "HOL4Real.realax.treal_inv"
    25   "treal_inv" > "HOL4Real.realax.treal_inv"
    26   "treal_eq" > "HOL4Real.realax.treal_eq"
    26   "treal_eq" > "HOL4Real.realax.treal_eq"
    27   "treal_add" > "HOL4Real.realax.treal_add"
    27   "treal_add" > "HOL4Real.realax.treal_add"
    28   "treal_1" > "HOL4Real.realax.treal_1"
    28   "treal_1" > "HOL4Real.realax.treal_1"
    29   "treal_0" > "HOL4Real.realax.treal_0"
    29   "treal_0" > "HOL4Real.realax.treal_0"
    30   "real_neg" > "Groups.uminus" :: "real => real"
    30   "real_sub" > "Groups.minus_class.minus" :: "real => real => real"
    31   "real_mul" > "Groups.times" :: "real => real => real"
    31   "real_neg" > "Groups.uminus_class.uminus" :: "real => real"
    32   "real_lt" > "Orderings.less" :: "real => real => bool"
    32   "real_mul" > "Groups.times_class.times" :: "real => real => real"
    33   "real_add" > "Groups.plus" :: "real => real => real"
    33   "real_lt" > "Orderings.ord_class.less" :: "real => real => bool"
    34   "real_1" > "Groups.one" :: "real"
    34   "real_div" > "Fields.inverse_class.divide" :: "real => real => real"
    35   "real_0" > "Groups.zero" :: "real"
    35   "real_add" > "Groups.plus_class.plus" :: "real => real => real"
    36   "inv" > "Ring.inverse" :: "real => real"
    36   "real_1" > "Groups.one_class.one" :: "real"
       
    37   "real_0" > "Groups.zero_class.zero" :: "real"
       
    38   "mk_real" > "HOL.undefined"
       
    39   "inv" > "Fields.inverse_class.inverse" :: "real => real"
    37   "hreal_of_treal" > "HOL4Real.realax.hreal_of_treal"
    40   "hreal_of_treal" > "HOL4Real.realax.hreal_of_treal"
       
    41   "dest_real" > "HOL.undefined"
    38 
    42 
    39 thm_maps
    43 thm_maps
    40   "treal_of_hreal_def" > "HOL4Real.realax.treal_of_hreal_def"
    44   "treal_of_hreal_def" > "HOL4Real.realax.treal_of_hreal_def"
    41   "treal_of_hreal" > "HOL4Real.realax.treal_of_hreal"
    45   "treal_of_hreal" > "HOL4Real.realax.treal_of_hreal"
    42   "treal_neg_def" > "HOL4Real.realax.treal_neg_def"
    46   "treal_neg_def" > "HOL4Real.realax.treal_neg_def"
    89   "TREAL_ADD_LINV" > "HOL4Real.realax.TREAL_ADD_LINV"
    93   "TREAL_ADD_LINV" > "HOL4Real.realax.TREAL_ADD_LINV"
    90   "TREAL_ADD_LID" > "HOL4Real.realax.TREAL_ADD_LID"
    94   "TREAL_ADD_LID" > "HOL4Real.realax.TREAL_ADD_LID"
    91   "TREAL_ADD_ASSOC" > "HOL4Real.realax.TREAL_ADD_ASSOC"
    95   "TREAL_ADD_ASSOC" > "HOL4Real.realax.TREAL_ADD_ASSOC"
    92   "TREAL_10" > "HOL4Real.realax.TREAL_10"
    96   "TREAL_10" > "HOL4Real.realax.TREAL_10"
    93   "REAL_SUP_ALLPOS" > "HOL4Compat.REAL_SUP_ALLPOS"
    97   "REAL_SUP_ALLPOS" > "HOL4Compat.REAL_SUP_ALLPOS"
    94   "REAL_MUL_SYM" > "Int.zmult_ac_2"
    98   "REAL_MUL_SYM" > "Fields.linordered_field_class.sign_simps_21"
    95   "REAL_MUL_LINV" > "HOL4Compat.REAL_MUL_LINV"
    99   "REAL_MUL_LINV" > "Fields.division_ring_class.left_inverse"
    96   "REAL_MUL_LID" > "Finite_Set.AC_mult.f_e.left_ident"
   100   "REAL_MUL_LID" > "Divides.arithmetic_simps_42"
    97   "REAL_MUL_ASSOC" > "HOL4Compat.REAL_MUL_ASSOC"
   101   "REAL_MUL_ASSOC" > "Fields.linordered_field_class.sign_simps_22"
    98   "REAL_LT_TRANS" > "Set.basic_trans_rules_21"
   102   "REAL_LT_TRANS" > "Orderings.order_less_trans"
    99   "REAL_LT_TOTAL" > "HOL4Compat.REAL_LT_TOTAL"
   103   "REAL_LT_TOTAL" > "HOL4Compat.REAL_LT_TOTAL"
   100   "REAL_LT_REFL" > "Orderings.order_less_irrefl"
   104   "REAL_LT_REFL" > "Orderings.order_less_irrefl"
   101   "REAL_LT_MUL" > "Rings.mult_pos_pos"
   105   "REAL_LT_MUL" > "RealDef.real_mult_order"
   102   "REAL_LT_IADD" > "Groups.add_strict_left_mono"
   106   "REAL_LT_IADD" > "Groups.ordered_cancel_ab_semigroup_add_class.add_strict_left_mono"
   103   "REAL_LDISTRIB" > "Rings.ring_eq_simps_2"
   107   "REAL_LDISTRIB" > "Fields.linordered_field_class.sign_simps_7"
   104   "REAL_INV_0" > "Rings.division_ring_inverse_zero_class.inverse_zero"
   108   "REAL_INV_0" > "Fields.division_ring_inverse_zero_class.inverse_zero"
   105   "REAL_ADD_SYM" > "Finite_Set.AC_add.f.AC_2"
   109   "REAL_ADD_SYM" > "Fields.linordered_field_class.sign_simps_18"
   106   "REAL_ADD_LINV" > "HOL4Compat.REAL_ADD_LINV"
   110   "REAL_ADD_LINV" > "Groups.ab_group_add_class.ab_left_minus"
   107   "REAL_ADD_LID" > "Finite_Set.AC_add.f_e.left_ident"
   111   "REAL_ADD_LID" > "Divides.arithmetic_simps_38"
   108   "REAL_ADD_ASSOC" > "HOL4Compat.REAL_ADD_ASSOC"
   112   "REAL_ADD_ASSOC" > "Fields.linordered_field_class.sign_simps_19"
   109   "REAL_10" > "HOL4Compat.REAL_10"
   113   "REAL_10" > "HOL4Compat.REAL_10"
   110   "HREAL_RDISTRIB" > "HOL4Real.realax.HREAL_RDISTRIB"
   114   "HREAL_RDISTRIB" > "HOL4Real.realax.HREAL_RDISTRIB"
   111   "HREAL_LT_REFL" > "HOL4Real.realax.HREAL_LT_REFL"
   115   "HREAL_LT_REFL" > "HOL4Real.realax.HREAL_LT_REFL"
   112   "HREAL_LT_NE" > "HOL4Real.realax.HREAL_LT_NE"
   116   "HREAL_LT_NE" > "HOL4Real.realax.HREAL_LT_NE"
   113   "HREAL_LT_LADD" > "HOL4Real.realax.HREAL_LT_LADD"
   117   "HREAL_LT_LADD" > "HOL4Real.realax.HREAL_LT_LADD"