Intro to Probability
An exponential generating function is a type of generating function used primarily in combinatorics, which represents sequences where the $n$th term is divided by $n!$. This function helps encode information about the sequence and allows for operations such as addition, multiplication, and composition to be easily performed. Exponential generating functions are particularly useful for counting permutations and other arrangements in combinatorial contexts.
congrats on reading the definition of Exponential Generating Function. now let's actually learn it.