Several recent studies have shown that the star cluster initial mass function (CIMF) can be well approximated by a power law, with indications for a steepening or truncation at high masses. This
contribution considers the evolution of such a mass function due to cluster disruption, with emphasis on the part of the mass function that is observable in the first ~Gyr. A Schechter type function is used for the CIMF, with a power law index of -2 at low masses and an exponential truncation at M*. Cluster disruption due to the tidal field of the host galaxy and encounters with giant molecular clouds flattens the low-mass end of the mass function, but there is always a part of the "evolved Schechter function" that can be approximated by a power law with index -2. The mass range for which this holds depends on age, t, and shifts to higher masses roughly as t0.6. Mean cluster
masses derived from luminosity limited samples increase with age very similarly due to the evolutionary fading of clusters. Empirical mass
functions are, therefore, approximately power laws with index -2, or slightly steeper, at all ages. The results are illustrated by an application to the star cluster population of the interacting galaxy
M51, which can be well described by a model with M*=(1.9±0.5)x105 M(sun) and a short (mass-dependent) disruption time destroying M* clusters in roughly a Gyr.