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We consider a new approach to the description of the collective behavior ofcomplex systems of mathematical biology based on the evolution equations forobservables of such systems. This representation of the kinetic evolutionseems, in fact, the direct mathematically fully consistent formulation modelingthe collective behavior of biological systems since the traditional notion ofthe state in kinetic theory is more subtle and it is an implicit characteristicof the populations of living creatures.

On Kinetic Equations for Collisional Dynamics of Active Soft Condensed Matter