Description Usage Arguments Details Value Author(s)
Produces weights for aggregates based MIDAS regression
1 |
p |
parameters for weight functions, see details. |
d |
number of high frequency lags |
m |
the frequency |
weight |
the weight function |
type |
type of structure, a string, one of A, B or C. |
Suppose a weight function w(β,θ) satisfies the following equation:
w(β,θ)=β g(θ)
The following combinations are defined, corresponding to structure types A
, B
and C
respectively:
(w(β_1,θ_1),...,w(β_k,θ_k))
(w(β_1,θ),...,w(β_k,θ))
β(w(1,θ),...,w(1,θ)),
where k is the number of low frequency lags, i.e. d/m. If the latter value is not whole number, the error is produced.
The starting values p should be supplied then as follows:
(β_1,θ_1,...,β_k,θ_k)
(β_1,...,β_k,θ)
(β,θ)
a vector of weights
Virmantas Kvedaras, Vaidotas Zemlys
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