References

api

summary
public	F random(): number Returns a double in the interval [0, 1) using JavaScript Math.random().
public	V choice(a: Array, i: number, j: number): any: * Sample a single element from an array.
public	V randfloat(i: number, j: number): number: * Returns a double in interval [i, j[ (i included, j excluded) according to a uniform distribution.
public	V randint(i: number, j: number): number: * Returns an integer in interval [i, j[ (i included, j excluded) according to a uniform distribution.
public	V randrange(start: number, stop: number, step: number): number: * Pick an element from range(start, stop, step) uniformly at random.
public	V reservoir(k: number, iterable: Iterable, output: Array): Array: * Reservoir sampling.
public	V sample(n: number, a: Array, i: number, j: number): * Take a sample of size n (without replacement) from the items i through j-1 of the input array.
public	V shuffle(a: Array, i: number, j: number): * Shuffle array in-place between positions i and j-1 (inclusive).
public	V shuffled(iterable: Iterable): Array: * Given an input iterable, constructs an array containing the elements of the input shuffled uniformly at random.

summary
private	F _choice(randint: Function): Function Builds a choice function given a randint function.
private	F _fisheryates(randint: Function): Function Sample elements from an array using Fisher-Yates method.
private	F _fisheryates_inside_out(randint: Function): Function Shuffle elements of an iterable using an inside-out implementation of the Fisher-Yates method.
private	F _randfloat(random: Function): Function Builds a randfloat function given a random number generator.
private	F _randint(random: Function): Function Builds a randint function given a random number generator.
private	F _randrange(randint: Function): Function Builds a randrange function given a randint function.
private	F _shuffle(sample: Function): Function Shuffle the array by sampling the entire array.
private	F _waterman(randint: Function): Function Construct a sampling function using Algorithm R due to Alan Waterman (both name and attribution are due to Knuth).

Directories