Abstract
A new method is used to derive the binary non-markovian integro-differential kinetic equations of irreversible reactions with respect to initial correlations of the same type. The source of inhomogeneous integro-differential equation is determined by initial correlations which is in full accord with the properties of kinetic equations of non-equilibrium statistical mechanics. A procedure is found to reduce the derived equations into the differential form of the equations of chemical kinetics.
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