{-
In the above example the k = 0 face of the cube was omitted. The
-reason is because of "uniformity" of compisitions, this means that
+reason is because of "uniformity" of compositions, this means that
comp has to commute with substitutions (like any other operation in
type theory).
-- A type of h-level 2 is called a "set" and in such a type all of the
--- equalities between elements are equal. This propoerty is usually
+-- equalities between elements are equal. This property is usually
-- called UIP, "uniqueness of identity types", and a very important
-- theorem is Hedberg's theorem which says that types with decidable
-- equality satisfy UIP (so nat, bool, etc. are all sets).