The inverted V distributed-lag model. Consider the k-period finite distributed-lag model F. DeLeeuw has proposed the structure
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F. DeLeeuw has proposed the structure for the βs as in Figure 17.11, where the βs follow the inverted V shape. Assuming for simplicity that k (the maximum length of the lag) is an even number, and further assuming that β0 and βk are zero, DeLeeuw suggests the following scheme for the βs:*
βi = iβ, 0 ¤ i ¤ k/2
= (k i )β, k/2 ¤ i < k
How would you use the DeLeeuw scheme to estimate the parameters of the preceding k-period distributed-lag model?
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