0000000000278622

AUTHOR

Jani Luoto

showing 6 related works from this author

Bayesian applications in dynamic econometric models

2009

The purpose of this thesis is to provide a few new ideas to the field of Bayesian econometrics. In particular, the focus of the thesis is on analyzing dynamic econometric models. In the first essay, we provide an easily implementable method for the Bayesian analysis of a simple hybrid DSGE model of Clarida et al. (1999). The forecasting properties of the model are tested against commonly used forecasting tools, such as Bayesian VARs and naïve forecasts based on univariate random walks. In particular, the predictability of three key macroeconomic-variables, inflation, short-term nominal interest rate and a measure of output gap, are studied using quarterly ex post and real-time U.S. data.Our…

Prior elicitationekonometriabayesilainen menetelmäBayesian inferencetaloudelliset ennusteettaloudelliset mallitkansantaloustiede
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Is there support for the sticky information models in the Michigan inflation expectation data?

2007

inflaatiotaloudelliset ennusteet
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Robustness of the risk–return relationship in the U.S. stock market

2008

Abstract Using GARCH-in-Mean models, we study the robustness of the risk–return relationship in monthly U.S. stock market returns (1928:1–2004:12) with respect to the specification of the conditional mean equation. The issue is important because in this commonly used framework, unnecessarily including an intercept is known to distort conclusions. The existence of the relationship is relatively robust, but its strength depends on the prior belief concerning the intercept. The latter applies in particular to the first half of the sample, where also the coefficient of the relative risk aversion is smaller and the equity premium greater than in the latter half.

Financial economicsEquity premium puzzle05 social sciencesBayesian probabilitySample (statistics)Conditional expectation01 natural sciences010104 statistics & probability0502 economics and businessEconometricsEconomicsStock market0101 mathematicsRobustness (economics)Finance050205 econometrics Risk returnFinance Research Letters
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Bayesian two-stage regression with parametric heteroscedasticity

2008

In this paper, we expand Kleibergen and Zivot's (2003) Bayesian two-stage (B2S) model by allowing for unequal variances. Our choice for modeling heteroscedasticity is a fully Bayesian parametric approach. As an application, we present a cross-country Cobb–Douglas production function estimation.

EstimationHeteroscedasticityTwo stage regressionStatisticsBayesian probabilityEconometricsProduction (economics)Function (mathematics)Parametric statisticsMathematics
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A Naïve Sticky Information Model of Households’ Inflation Expectations

2009

This paper provides a simple epidemiology model where households, when forming their inflation expectations, rationally adopt the past release of inflation with certain probability rather than the forward-looking newspaper forecast as suggested in Carroll [2003, Macroeconomic Expectations of Households and Professional Forecasters, Quarterly Journal of Economics, 118, 269-298]. The posterior model probabilities based on the Michigan survey data strongly support the proposed model. We also extend the agent-based epidemiology model by deriving for it a simple adaptation, which is suitable for estimation. Our results show that this model is able to capture the heterogeneity in households’ expe…

InflationEstimationEconomics and Econometricsjel:C82Control and OptimizationInflation expectations; heterogeneous expectations; survey expectations; sticky information; Bayesian analysisjel:D84Applied Mathematicsmedia_common.quotation_subjectjel:C5305 social sciencesBayesian probabilityjel:E31jel:C11DeflationSticky information0502 economics and businessEconometricsEconomicsSurvey data collection050207 economicsSimulation methods050205 econometrics media_common
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Modelling the General Public's Inflation Expectations Using the Michigan Survey Data

2009

In this article we discuss a few models developed to explain the general public's inflation expectations formation and provide some relevant estimation results. Furthermore, we suggest a simple Bayesian learning model which could explain the expectations formation process on the individual level. When the model is aggregated to the population level it could explain not only the mean values, but also the variance of the public's inflation expectations. The estimation results of the mean and variance equations seem to be consistent with the results of the questionnaire studies in which the respondents were asked to report their thoughts and opinions about inflation.

InflationEstimationEconomics and EconometricsActuarial sciencePopulation levelmedia_common.quotation_subjectEconomicsEconometricsSurvey data collectionVariance (accounting)Bayesian inferenceIndividual levelmedia_common
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