Abstract
The concept of Fuzzy Hypercube is defined as a simple trigonometric extension of the binary structure of an N-dimensional Boolean hypercube. Moreover, in the present study, there is a discussion on the possibility of defining Fuzzy Hypercubes as a set of $$ 2^{N} $$ vertices, which remain Stationary or might undergo Synchronous or Asynchronous evolution. Finally, the connection of Fuzzy Hypercubes with multivariate discrete probability distributions is also considered.
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