Abstract
The integro-differential equation for the singlet distribution function describing the non-uniform state of a monoloayer of adsorbed gas mixture has been derived by applying to the Liouville equation the Kirkwood time-smoothing procedure. In this equation Boltzman and Fokker-Planck dissipation terms appear. The general equation of change of molecular properties has been further derived which reduces to the laws of conservation of mass, momentum and energy. The correlation of surface diffusion and viscosity phenomena is demonstrated.
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