Is there a name for a normal, projective variety such that every effective divisor is ample?  Examples of such varieties are projective space, weighted projective spaces, and simple Abelian varieties https://mathoverflow.net/questions/41619/intersection-of-subvarieties-versus-ranks-of-chow-groups-modulo-numerical-equival.  If someone could also give a reference for the name, I would appreciate it.  Thank you.