A probability mass function for the modern, slightly-irksome mathematician.
You have requested the Bernoulli Process Probability Mass Function, a most excellent choice.
The Bernoulli Process Probability Mass Function is a mathematical construct that allows for the calculation of probabilities on a sequence of independent, identically distributed events. It's like a party for probability enthusiasts, but without the snacks.
But wait, there's more!
You should care because it's a great way to model the number of successes in a sequence of independent, identically distributed Bernoulli trials. And also because it's a great way to sound smart in front of your friends.
Just input your sequence of Bernoulli trials, and we'll do the rest. But don't forget to include the probability of success, or else the function will not function.