Guyon, Julien - In: Stochastic Processes and their Applications 116 (2006) 6, pp. 877-904
Given a smooth -valued diffusion starting at point x, we study how fast the Euler scheme with time step 1/n converges in law to the random variable . To be precise, we look for the class of test functions f for which the approximate expectation converges with speed 1/n to . When f is smooth with...