  We characterize the inclusion relations between weighted classes of entire
functions with rapid decreasing growth and study strong growth comparison
relations between given weights. In our considerations first we focus on
weights defined in terms of the so-called associated weight function where the
weight(system) is based on a given sequence. Then the abstract weight function
case is reduced to the weight sequence setting by using the so-called
associated weight sequence. Finally, we compare weighted entire function spaces
defined in terms of so-called dilatation-type and exponential-type weight
systems.
