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Let $\Phi:\{0,1\}^{n}\longrightarrow\{0,1\}^{n}$. The asynchronous flows are(discrete time and real time) functions that result by iterating thecoordinates $\Phi_{i}$ independently on each other. The purpose of the paper isthat of showing that the asynchronous flows fulfill the properties ofconsistency, composition and causality that define the dynamical systems. Theorigin of the problem consists in modelling the asynchronous circuits from thedigital electrical engineering.

The consistency, the composition and the causality of the asynchronous flows