1993
DOI: 10.1016/0022-1996(93)90071-5
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Habit persistence and the Harberger-Laursen-Metzler effect in an infinite horizon model

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Cited by 35 publications
(35 citation statements)
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“…B Equilibrium solutions B.1 Dynamics of habit capital z: (18) The stable roots of dynamics (15) are given by ω and −α as in (16). Letting m denote (z, ς, Z) 0 , the general solution to (15) can thus be expressed aŝ…”
Section: Welfarementioning
confidence: 99%
See 1 more Smart Citation
“…B Equilibrium solutions B.1 Dynamics of habit capital z: (18) The stable roots of dynamics (15) are given by ω and −α as in (16). Letting m denote (z, ς, Z) 0 , the general solution to (15) can thus be expressed aŝ…”
Section: Welfarementioning
confidence: 99%
“…For example, suppose that country H has no preference for habits: u z = 0, u zz = 0, u cz = 0, and hence Ω H = 0. From (20), the equilibrium consumption of country H still depends on its own habit capital, with root ω being determined solely by country F's preferences for habits (see (16) and (17)). Given that c is related to c * by market equilibrium condition (8), and that z is related to z * and Z by (10), the dependence of c * on z * due to country F's habit preferences induces the dependence of c on (z, Z) even though c does not depend directly on z.…”
Section: Equilibrium Dynamics 321 Habit and Consumptionmentioning
confidence: 99%
“…For example, suppose that country H has no preference for habits: u z = 0, u zz = 0, u cz = 0, and hence Ω H = 0. From (20), the equilibrium consumption of country H still depends on its own habit capital, with root ω being determined solely by country F's preferences for habits (see (16) and (17)). Given that c is related to c * by market equilibrium condition (8), and that z is related to z * and Z by (10), the dependence of c * on z * due to country F's habit preferences induces the dependence of c on (z, Z) even though c does not depend directly on z.…”
Section: Equilibrium Dynamics 321 Habit and Consumptionmentioning
confidence: 99%
“…B Equilibrium solutions B.1 Dynamics of habit capital z: (18) The stable roots of dynamics (15) are given by ω and −α as in (16). Letting m denote (z, ς, Z) 0 , the general solution to (15) can thus be expressed aŝ m (t) = A 1 exp (ωt) q + A 2 exp (−αt) h, where q ≡ (q 1 , q 2 , q 3 ) 0 and h ≡ (h 1 , h 2 , h 3 ) 0 represent the eigen vectors associated with stable roots ω and −α, respectively.…”
Section: The Interest Ratementioning
confidence: 99%
“…However, without no exception, the existing models of con-sumption habits commonly rule out consumers' interactions due to pecuniary externalities: they focus on representative agent models (e.g., Ryder and Heal (1973) and Carrol et al (2000)) and/or small country models (Mansoorian (1993) and Ikeda and Gombi (1999)). When the interest rate is endogenously determined in heterogeneous consumer (or country) economies, one's consumption-habit behavior would be a¤ected by others' through interestrate adjustments.…”
Section: Introductionmentioning
confidence: 99%