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Aggregate and disaggregated fluctuations

Aggregate and disaggregated fluctuations
Aggregate and disaggregated fluctuations
In the usual version of the neoclassical growth model used to identify neutral (N-Shock) and investment shocks (I-Shock), a linear transformation frontier between consumption and investment goods is assumed. This paper extends the original framework, allowing for curvature in the transformation frontier, and studies how this affects the relative price of investment goods and hence the identification of investment shocks. A concave frontier allows a substantial improvement in the prediction of the saving rate. Furthermore, a concave frontier induces short-run aggregate effects of relative demand shifts, thereby fostering the propagation of the shocks under consideration, which overall account for 86% of the aggregate fluctuations. When I identify shocks with curvature, the N-shock appears to be stationary while the I-shock is a unit root. This leads the N-shock to play a major role: 91% of the fluctuations explained are due to the N- shock
Mennuni, Alessandro
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Mennuni, Alessandro
0599b55d-aa0c-404d-922e-eb60435431c6
Gervais, Martin
c03b188f-08e2-42a6-abca-b64b362a4065
Mateos-Planas, Xavier
444f69bb-2ab3-4f56-be17-3f286f7700da

Mennuni, Alessandro (2011) Aggregate and disaggregated fluctuations. University of Southampton, School of Social Sciences, Doctoral Thesis.

Record type: Thesis (Doctoral)

Abstract

In the usual version of the neoclassical growth model used to identify neutral (N-Shock) and investment shocks (I-Shock), a linear transformation frontier between consumption and investment goods is assumed. This paper extends the original framework, allowing for curvature in the transformation frontier, and studies how this affects the relative price of investment goods and hence the identification of investment shocks. A concave frontier allows a substantial improvement in the prediction of the saving rate. Furthermore, a concave frontier induces short-run aggregate effects of relative demand shifts, thereby fostering the propagation of the shocks under consideration, which overall account for 86% of the aggregate fluctuations. When I identify shocks with curvature, the N-shock appears to be stationary while the I-shock is a unit root. This leads the N-shock to play a major role: 91% of the fluctuations explained are due to the N- shock

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Published date: June 2011
Organisations: University of Southampton

Identifiers

Local EPrints ID: 192743
URI: http://eprints.soton.ac.uk/id/eprint/192743
PURE UUID: ab1bb36e-0318-4505-9c3a-0be9be332717

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Date deposited: 07 Jul 2011 14:19
Last modified: 14 Mar 2024 03:51

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Contributors

Author: Alessandro Mennuni
Thesis advisor: Martin Gervais
Thesis advisor: Xavier Mateos-Planas

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