End MorphicProps.

(* Specifications: *)
Lemma misomP f : reflect {fM : morphic f & isom (morphm fM)} (misom f).
Lemma isom_isog (D : {group aT}) (f : {morphism D >-> rT}) :
A \subset D -> isom f -> isog.
Lemma isog_isom : isog -> {f : {morphism A >-> rT} | isom f}.
End Defs.