Update theories/Algebra/Categorical/MonoidObject.v

Author: Alizter

theories/Algebra/Categorical/MonoidObject.v

@@ -101,7 +101,7 @@ Section ComonoidObject.
       :: IsCommutativeMonoidObject (A:=A^op) tensor unit x.
 
   (** We can build cocommutative comonoid objects from the following data: *)
-  Definition Build_IsCocommutatativeComonoidObject (x : A)
+  Definition Build_IsCocommutativeComonoidObject (x : A)
     (** A comonoid. *)
     `{!IsComonoidObject x}
     (** Together with a proof of cocommutativity. *)