I really want to represent logical statements with fuzzy truth values undergoing a sort of random walk on the real euclidean plane.

>Can you represent the dynamics of a space of "pseudo-logical" statements undergoing Brownian motion?

I want to obtain a very precise measure of something in particular:

>Obtain a construction in which the Brownian motion of the partial truth values "converges" to a "non-fuzzy" truth value T.

That is, I want to determine the cutoff of the dynamics of strictly partial truth values that eventually converges to a completely true value.