Coq.ZArith.Zhints

# Module Coq.ZArith.Zhints

``

This file centralizes the lemmas about `Z`, classifying them according to the way they can be used in automatic search

`

`Require` zarith_aux.
`Require` auxiliary.
`Require` Zsyntax.
`Require` Zmisc.
`Require` Wf_Z.

`Hints` Resolve
Zeq_S
Zgt_n_S
Zgt_Sn_n
POS_gt_ZERO
Zgt_reg_l
Zgt_reg_r
Zlt_n_Sn
Zlt_n_S
Zlt_pred_n_n
Zlt_reg_l
Zlt_reg_r
ZERO_le_inj
ZERO_le_POS
Zle_n
Zle_n_Sn
Zle_n_S
Zle_pred_n
Zle_min_l
Zle_min_r
Zle_reg_l
Zle_reg_r
Zabs_pos
Z_eq_mult
Zplus_simpl
Zge_Zmult_pos_right
Zge_Zmult_pos_left
Zge_Zmult_pos_compat
Zgt_ZERO_mult
Zlt_S
Zle_ZERO_mult
Zle_Zmult_pos_right
Zle_Zmult_pos_left
OMEGA2
Zle_le_S
Zle_plus_plus

: zarith.

`

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