walk-z

approximation of a random walk where any point in time can be reached without recursion

• Introduction • API • License •

Introduction

Made for when a full time-serie is required for a given simulation.
Past values are retained to provide new random values that are consistent with previously returned pasts and futures.

This is not a true random walk but a simulation for simulations. You probably don't need this. Use with caution.

Like a random walk:

* E( y(t) ) = 0
* V( y(t) ) = t
* Cov( y(t), y(t+1) ) = 1

Shift and scale the results as required

API

The factory function usually takes no parameters and returns a random time serie.

``

javascript

var WalkZ = require('walk-z')

var walker = WalkZ()

var positionAtTime100 = walker(100)

var positionAtTime200 = walker(200)

var positionAtTime2 = walker(2)





For testing or for generating correlated curves, an option normal unit distribution seed ( -inf < x < +inf) can be provided:

javascript

var WalkZ = require('walk-z')

var walker = WalkZ()

//randomZ is a function that takes no parameter and returns a unit normal distribution

var positionAtTime3 = walker(3, randomZ())

License

Released under the MIT License