[Forum SIS] Bocconi DEC Seminar Jean-Pierre Florens - March 18th
anna.simoni a unibocconi.it
anna.simoni a unibocconi.it
Dom 14 Mar 2010 09:24:07 CET
Dear colleagues,
The Department of Decision Sciences (DEC) of Bocconi University is pleased to invite you to the seminar:
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DEC Seminar
Università Bocconi,
Room 11
Via Sarfatti 25 - 1st floor
Time: 12:30pm
The DEC seminar schedule is available at http://www.unibocconi.eu/statseminar
Thursday, March 18th
Jean-Pierre Florens
(Toulouse School of Economics)
"Endogeneity in Dynamic Models "
Abstract:
We consider models where an explained variable Y is a function of an explanatory variable Z and an unobservable noise U. The variable Z is exogenous if Z and U satisfy some independence condition which characterizes the relation between Y and (Z,U). The variable Z is endogenous if such an independence does not hold and is replaced by an independence condition between U and some other random elements W called instrumental variables. The relation between Y and (Z,U) is then characterized by the independence between W and U which takes the form of an integrated equation and the function to be estimated is the solution of an ill-posed inverse problem.
The object of this seminar is to extend this analysis to cases where all the random elements of this problem become stochastic processes.
In a first step we define an instrumental variable decomposition of semi-martingales where the process Yt, is decomposed into a predictable process with respect to the explanatory process Zt and an error Ut which satisfies a martingale property with respect to the instrumental processes. This analysis cover in particular the case of diffusions where the drift only depends on endogenous variables. In a second step we consider models where the endogenous elements changes through a sequence of stopping times which transform the process Yt into a process Ut of given distribution and independent of the instruments. Particular examples of this second case are counting processes and general diffusion processes.
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Sincerely,
Anna Simoni
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Anna Simoni
Assistant Professor
Department of Decision Sciences
Università Bocconi
via Roentgen, 1
20136 Milano - Italy
Email:anna.simoni a unibocconi.it
Webpage: http://faculty.unibocconi.eu/annasimoni/
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