A new batch service discipline is introduced that allows for customers of d
ifferent classes to leave together in one batch. This so-called general bat
ch service discipline is discussed for servers with signals and class-indep
endent or class-dependent exponential service times. The equilibrium distri
bution and the associated traffic equations are calculated and it is shown
that such servers are quasi-reversible. This property allows to model a net
work of servers with general batch service discipline that possesses a prod
uct form equilibrium.