semi-complete

• semicomplete

From semi- +‎ complete.

semi-complete (not comparable)

1. partially complete
2. (mathematics, graph theory) of or pertaining to a graph in which, for any two verticies ${\displaystyle u}$ , ${\displaystyle v}$  in the graph, there is another vertex ${\displaystyle w}$  which is adjacent to both ${\displaystyle u}$  and ${\displaystyle v}$  (i.e. ${\displaystyle \{u,w,v\}}$  is a path in that graph).^[1]