Library MetaRocq.Utils.MRTactics.UniquePose
pose proof defn, but only if no hypothesis of the same type exists.
most useful for proofs of a proposition
Tactic Notation "unique" "pose" "proof" constr(defn) :=
let T := type of defn in
tryif let H := find_hyp T in fail 2 "Already a hypothesis" H "of type" T
then fail
else pose proof defn.
let T := type of defn in
tryif let H := find_hyp T in fail 2 "Already a hypothesis" H "of type" T
then fail
else pose proof defn.
pose defn, but only if that hypothesis doesn't exist
Tactic Notation "unique" "pose" constr(defn) :=
tryif let H := find_hyp_with_body defn in fail 2 "Already a hypothesis" H "with body" defn
then fail
else pose defn.
tryif let H := find_hyp_with_body defn in fail 2 "Already a hypothesis" H "with body" defn
then fail
else pose defn.
assert T, but only if no hypothesis of the same type exists.
most useful for proofs of a proposition
Tactic Notation "unique" "assert" constr(T) :=
tryif let H := find_hyp T in fail 2 "Already a hypothesis" H "of type" T
then fail
else assert T.
tryif let H := find_hyp T in fail 2 "Already a hypothesis" H "of type" T
then fail
else assert T.
assert T, but only if no hypothesis of the same type exists.
most useful for proofs of a proposition
Tactic Notation "unique" "assert" constr(T) "by" tactic3(tac) :=
tryif let H := find_hyp T in fail 2 "Already a hypothesis" H "of type" T
then fail
else assert T by tac.
tryif let H := find_hyp T in fail 2 "Already a hypothesis" H "of type" T
then fail
else assert T by tac.