The equations describing the transient and steady stages of size and composition evolution for a gas bubble which
grows or shrinks due to the diffusion of several gases dissolved in liquid solution have been derived. The diffusion
fluxes for gases in the liquid mixture caused by the bubble growth or dissolution were assumed to be quasi-
stationary and the mixture of the gases in the bubble was treated as ideal. The analytical solutions for the obtained
evolution equations have been found for bubbles of any size with an arbitrary number of components in the case
of equal products of diffusivities and solubilities of dissolved gases in the liquid solution, and for sufficiently large
binary bubbles for which capillary effects can be neglected.