  Generalized quantum statistics (GQS) associated to a Lie algebra or Lie
superalgebra extends the notion of para-Bose or para-Fermi statistics. Such GQS
have been classified for all classical simple Lie algebras and basic classical
Lie superalgebras. In the current paper we finalize this classification for all
exceptional Lie algebras and superalgebras. Since the definition of GQS is
closely related to a certain Z-grading of the Lie (super)algebra G, our
classification reproduces some known Z-gradings of exceptional Lie algebras.
For exceptional Lie superalgebras such a classification of Z-gradings has not
been given before.
