Abstract
In this note I shall continue the study of the non-commutative phase space functor, Ph(A), defined for any associative algebra A, and its derived differential co-simplicial algebra, Ph*(A). The main focus will be on its relationship to the classical de Rham complex, to the dynamics of finite dimensional Ph∞(A)-modules, and to the notion of Entropy. These subjects are treated within the set-up of my book [2011 Geometry of Time-Spaces (World Scientific)].
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