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The dependence of the maximal growth rate of the modes of the Rosensweig
instability on the properties of the magnetic fluid
and the external magnetic induction is studied. An expansion and a fit
procedure are applied in the appropriate ranges of the supercritical induction
B^. With increasing B^ the scaling of the maximal growth rate
changes from linear to a combination of linear and square-root-like scaling.
The scaling of the corresponding wave number alternates from quadratic to
primarily linear. For very small B^ the dependence of the maximal growth
rate on the viscosity is given. Suggestions are made for experiments to test
the predicted scaling behaviours
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