Applied Intertemporal Optimization

Applied Intertemporal Optimization

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Textbook and Solutions Manual Klaus WAclde. z (t3 ); i.e. on the current state, and not on previous states like z (t1). Increments are said to be stationary if, according to the above de...nition of stationarity, the stochastic process X (t) z (t) z (t s)anbsp;...

Title:Applied Intertemporal Optimization
Author:Klaus Wälde
Publisher:Klaus Wälde - 2012


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