We investigate the scaling properties of the edge distribution of soap
froth and compare it with the area scaling law. The data collapse for
edge scaling of cells belonging to the same topological class is expl
ained by a harmonic expansion of the energy of the froth with area-per
imeter constraint. The edge-scaling hypothesis is found to be comparab
le to area scaling. The implication on existing theories for the evolu
tion of soap froth is discussed. (C) 1998 Elsevier Science B.V. All ri
ghts reserved.