Implicit Types B : {set (coset_of H)}.Notation fH_G := (restrm quotm_dom_proof fH).Definition quotm := factm quotm_ker_proof nHG.Definition qisom :=
  restrm qisom_restr_proof (factm qisom_ker_proof im_qisom_proof).

Lemma qisom_isom : isom setT setT qisom.