Sloane and Plouffe defined the "super" version of this function, while the number of un-rooted binary trees with a given number of leaves can be found using the "double" version of this function.
Sloane and Plouffe defined the "super" version of this function, while the number of un-rooted binary trees with a given number of leaves can be found using the "double" version of this function. Brute-force-searching the travelling salesman problem can be done in big O of this function. This function can be approximated as equal to the square root of two pi n times n to the n divided by e to the n, a method devised by Stirling. This function, which is applied to p minus 1 in Wilson's theorem, is most commonly used to find the number of permutations of n objects. Generalized by the gamma function, for 10 points, name this function symbolized by an exclamation point, equal to the product of all integers between 1 and the operand.
Sloane and Plouffe defined the "super" version of this function, while the number of un-rooted binary trees with a given number of leaves can be found using the "double" version of this function.
factorial