The hybrid Phillips curve type equation
Posted: Sat Nov 05, 2016 2:14 pm
Hello,
so I'm trying to replicate Trigari(2009) (Equilbrium unemployment, job flows and inflation dynamics) and the log linear system of equations given in the paper features a hybrid phillips curve type equation with a backward looking element ala Gali Gertler (1999). I'm trying to derive it but I get stuck. Does anynone know of literature where the derivation is more explicit?
In addition, I cannot get my head around the fact that habit formation in consumption does not change the form of the phillips curve. The stochastic discount factor(beta*u'_c(t+1)/u'_c(t)), which must be plugged in eventually, becomes a lot less trivial I think.
If this is not the right forum for such theoretical questions then please give me a tip as to where I could ask such things.
Much obliged
so I'm trying to replicate Trigari(2009) (Equilbrium unemployment, job flows and inflation dynamics) and the log linear system of equations given in the paper features a hybrid phillips curve type equation with a backward looking element ala Gali Gertler (1999). I'm trying to derive it but I get stuck. Does anynone know of literature where the derivation is more explicit?
In addition, I cannot get my head around the fact that habit formation in consumption does not change the form of the phillips curve. The stochastic discount factor(beta*u'_c(t+1)/u'_c(t)), which must be plugged in eventually, becomes a lot less trivial I think.
If this is not the right forum for such theoretical questions then please give me a tip as to where I could ask such things.
Much obliged