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Let be a real ergodic
diffusion process which drift depends on an unkown
parameter . Our aim is to estimate
from a discrete
observation of the process , , for a
fixed and small , as goes to infinity. For that purpose, we
adapt the Generalized Method of Moments ( Hansen) to the anticipative
and approximate discrete-time trapezoidal scheme, and then to Simpson's.
Under some general assumptions, the trapezoidal scheme (respectively Simpson's
scheme) provides an estimation...
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