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Commit 2017-12-19 04:59 7726a92f

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feat(data/ordinal): sup, cofinality, subtraction

Estimated changes

modified theorem cardinal.le_min
modified theorem cardinal.lift_min
modified def cardinal.min
modified theorem cardinal.min_eq
modified theorem cardinal.min_le
added theorem cardinal.nat_lt_omega
deleted theorem cardinal.nat_lt_ω
added def cardinal.omega
modified theorem cardinal.prop_eq_two
added theorem cardinal.succ_zero
added theorem cardinal.zero_lt_one
deleted def cardinal.ω
deleted theorem cardinal.ord_eq_min
added theorem cardinal.ord_nat
added theorem order_iso.cof.aux
added theorem order_iso.cof
added theorem ordinal.add_sub_cancel
added theorem ordinal.aleph'_succ
modified def ordinal.aleph
added def ordinal.bsup
added theorem ordinal.bsup_le
added theorem ordinal.card_eq_zero
added theorem ordinal.card_omega
added def ordinal.cof
added theorem ordinal.cof_eq_zero
added theorem ordinal.cof_le_card
added theorem ordinal.cof_succ
added theorem ordinal.cof_type_le
added theorem ordinal.cof_zero
added theorem ordinal.exists_of_cof
added def ordinal.is_limit
modified theorem ordinal.le_add_left
added theorem ordinal.le_add_sub
added theorem ordinal.le_bsup
added theorem ordinal.le_cof_type
modified theorem ordinal.le_min
added theorem ordinal.le_sup
modified theorem ordinal.le_total
modified theorem ordinal.lift_min
added theorem ordinal.lift_omega
deleted theorem ordinal.lift_ω
added theorem ordinal.lt_cof_type
added theorem ordinal.lt_pred
added theorem ordinal.lt_sub
modified def ordinal.min
modified theorem ordinal.min_eq
modified theorem ordinal.min_le
added def ordinal.omega
added def ordinal.pred
added theorem ordinal.pred_le
added theorem ordinal.pred_le_self
added theorem ordinal.pred_succ
added def ordinal.sub
added theorem ordinal.sub_le
added theorem ordinal.succ_inj
added theorem ordinal.succ_le
added theorem ordinal.succ_le_succ
added theorem ordinal.succ_lt_succ
added theorem ordinal.succ_nat_cast
added theorem ordinal.succ_ne_zero
added theorem ordinal.succ_zero
added def ordinal.sup
added theorem ordinal.sup_le
deleted def ordinal.ω