👉 Suffusive is a mathematical concept in the field of probability theory that refers to a random variable whose distribution function has a finite number of discontinuities. This property is essential for the definition and analysis of many stochastic processes, especially those involving time-dependent or non-linear effects. In other words, a suffusive random variable can be defined as one where the probability density function of the variable does not have any jumps or discontinuities, which is equivalent to saying that it has finite number of jumps
