| Subject: | Re: Brownian motion |
|---|---|
| From: | Stephen Montgomery-Smith |
| Date: | Sat, 29 Apr 2006 22:09:35 GMT |
| Newsgroups: | sci.math |
Wing wrote: Hello everyone. I have a question about a standard Brownian motion, W(t). Is it possible to express dW? Because I would like to observe the small change of W over time and compare my simulation. I think that dW/dt is a distribution. If phi is a smooth enough function (Borel measurable should be enough) then int phi dW := W(phi) is a gaussian random variable who mean is zero and variance is int |phi(t)|^2 dt. |
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