The property of fundamental mechanical theories which allow to treat compou
nd objects as particles under suitable conditions is considered. It is argu
ed that such a property, called compoundation invariance, is a nonreleasabl
e property of any mechanical theory not declaring to which elementary const
ituents it applies. Compoundation invariance is discussed in the framework
of Bohmian mechanics. It is found that standard Bohmian mechanics satisfies
the requirement of compoundation invariance, with some reservation is viol
ated when additional terms are added to the standard velocity.