which is the correct assumption to converge the exponential exponential equations? what is consistency of the extremum estimator what is the last assumption what is the absolute absolute value of the extremum estimator? what is the consistency of the extremum estimators how to calculate consistency of a theorem what is the last assumption of the extremum estimator what is the consistency of the extremum estimator which is an example of uniformity in the extremum which assumption converges uniformly in probability what is the optimal condition for the extremum estimators? what is consistency of extremum estimators if theta is compact which is the convergent which assumption is the best for the absolute absolute hatq_n(theta)$ converges uniformly in probability to $q_0(theta)$. which assumption guarantees the absolute arithmetic stability of the extremum if theorem is the same in math, what type of theorem do the extremum estimators use? which of the following statements guarantees that the absolute value of the extremum estimator is uniform? what is the convergent probability of theta what is the convergence theorem