The possibility of the existence of fullerenes in organic solvents in
the form of clusters containing a number of fullerene molecules is dis
cussed. A theory is developed on the basis of a droplet model for clus
ters, which enables one to describe the distribution function of clust
ers by size and to obtain the non-monotone temperature dependency of f
ullerene solubility observed recently. It is shown that a phase transi
tion taking place in a crystalline C-60 at T-c similar or equal to 260
K significantly changes the role of clusters in solution. At T > T-c
the distribution function of clusters, characterized by the number n o
f constituent molecules, has its maximum at n = 11 and higher, while
at T < T-c the value of n similar or equal to 3-5. This is the reason
for the different temperature dependencies of fullerene solubility in
various temperature ranges. Comparison of the calculated values of so
lubility with experimental data permits one to obtain energetic parame
ters characterizing the interaction of a fullerene molecule with its s
urrounding in a solid phase or a solution.