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Incomplete information and the idiosyncratic foundations of aggregate volatility

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Figure

Figure 1.1: The number of elements in an expectation hierarchy (q = 0, m = 1)
Figure 1.2: A plot of ζ∗ for power law distributions with shape parameter γ
Figure 2.1: The hierarchy of simple-average expectations (x(0:k∗)t|t) following a onestandard deviation shock to the underlying state with no network (q = 0)
Figure 2.2: The hierarchy of simple-average expectations (x(0:k∗)t|t) following a onestandard deviation shock to the underlying state with agents each observing onecompetitor (q = 1).
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