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Non -- homogeneous zero -- range interaction processes Dmitri Khmelev \Lambda Eugene Spodarev y Abstract In this r'esum'e we formulate the results concerning the limiting behaviour (as time t !1) of a non--homogeneous zero--range interaction particle system. ... One can describe the state of the system by process j(t) = (j i (t); i 2 J) ; t ? 0; where j i (t) is a number of particles in cell i at time t. Denote fl = P i2J fl i ? 1. ... 1 and denote ae max = 1=(sup i2J ъ i =fl i ). ...

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Franco Peracchi IV and GMM under weak instruments Spring 2011 Course outline 1. The instrumental variables (IV) method Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Ї Inconsistency of OLS The simple IV estimator The class of IV estimators Sampling properties Estimates of statistical precision Hypothesis testing 2SLS Motivating examples Definitions and basic models The bias of 2SLS Standard asymptotic approximations Alternative asymptotic approximations Detecting weak ...

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