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(Requires Appendix Material) the Long-Run, Stationary State Solution of An \operatorname

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(Requires Appendix material) The long-run, stationary state solution of an AD(p,q)\operatorname { AD } ( p , q ) model, which can be written as A(L)Yt=β0+c(L)Xt1+utA ( L ) Y _ { t } = \beta _ { 0 } + c ( L ) X _ { t - 1 } + u _ { t } , where a0=1a _ { 0 } = 1 , and aj=βja _ { j } = - \beta _ { j } , cj=δjc _ { j } = \delta _ { j } , can be found by setting L=1L = 1 in the two lag polynomials. Explain. Derive the long-run solution for the estimated ADL(4,4)\operatorname { ADL } ( 4,4 ) of the change in the inflation rate on unemployment: ΔInf^t=1.32.36ΔInfft10.34ΔInft2+.07ΔInftt3.03ΔInfft42.68 Unemp t1+3.43 Unemp t21.04 Unemp t3+.07 Unemp t4\begin{array} { l } \widehat { \Delta I n f } _ { t } = 1.32 - .36 \Delta \operatorname { Inf } f _ { t - 1 } - 0.34 \Delta \operatorname { Inf } _ { t - 2 } + .07 \Delta \operatorname { Inf } t _ { t - 3 } - .03 \Delta \operatorname { Inf } f _ { t - 4 } \\\\- 2.68 \text { Unemp } _ { t - 1 } + 3.43 \text { Unemp } _ { t - 2 } - 1.04 \text { Unemp } _ { t - 3 } + .07 \text { Unemp } _ { t - 4 }\end{array} Assume that the inflation rate is constant in the long-run and calculate the resulting
unemployment rate.What does the solution represent? Is it reasonable to assume that this
long-run solution is constant over the estimation period 1962-1999? If not, how could
you detect the instability?


Definitions:

Obsessive-Compulsiveness

Refers to a psychological condition characterized by intrusive thoughts (obsessions) and repetitive behaviors (compulsions) aimed at reducing anxiety.

Dispositional Contempt

An attitude or feeling of disdain or scorn towards others, typically viewed as a stable personality trait.

Deal-Breakers

Factors or behaviors that, once present, can terminate a relationship or negotiation because one party finds them unacceptable.

Emotionally Unavailable

An inability or unwillingness to share emotions or emotionally engage with others.

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