Suppose M is a continuous local martingale such thatis deterministic. Prove that M is a Gaussian process.
Suppose M is a continuous local martingale with M0= 0, a.s. Show that there exists a Brownian motion W , an increasing process τt, and a stopping time T such thatfor all t.
Let Mt be a continuous local martingale. Show that the events
differ by at most a null set.
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