The gammadens function is a mathematical function that describes the probability distribution of a continuous random variable that follows a gamma distribution. The gamma distribution is often used to model the waiting time until a Poisson process reaches a certain number of events or the distribution of the sum of exponentially distributed random variables. Similar to the gammadist function, the gammadens function also takes three arguments: Parameter x, Parameter k and Parameter theta. Using the MD Document, we can see the difference between the gammadens function and the gammadist function much more clearly.
