Is there a standard procedure to define fuzzy generalizations of typical graph properties? Consider the concept of a fuzzy clique. Define the cliqueness $c(G)$ of a graph $G$ as the ratio ...
Continuous function: If I were to take a zero alpha cut of a Gaussian membership function centered at +2, then I would be approaching zero on the tail ends at +/- infinity. Would I claim the centroid ...
Suppose we have binary channel from which we are able to receive zeroes and ones. We also know apriory probability $p$ of receiving "1". Then we can calculate information amount of each digit $q$ we ...
Hey. I'm looking for references in fuzzy topology. Does anyone know a good book ?