theory Multiset_Order_Extra imports "HOL-Library.Multiset_Order" begin lemma strict_subset_implies_multp⇩H⇩O: "A ⊂# B ⟹ multp⇩H⇩O r A B" unfolding multp⇩H⇩O_def by (simp add: leD mset_subset_eq_count) end