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What Goes Up Must Come Down? Experimental Evidence on Intuitive Forecasting
by
Madrian, Brigitte C.
, Fuster, Andreas
, Choi, James J.
, Laibson, David
, Beshears, John
in
Analytical forecasting
/ Central banks
/ Data
/ Earnings
/ Economic dynamics
/ Economic expectations
/ Economic forecasting
/ Economic forecasting models
/ Economic forecasts
/ Economics
/ Experiments
/ Forecasting
/ Forecasting models
/ Forecasting standards
/ Laboratories
/ Modeling
/ Rational expectations theory
/ Risk aversion
/ Statistical forecasts
/ STRUCTURAL BEHAVIORAL ECONOMICS
/ Studies
/ Time series
/ Time series forecasting
2013
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What Goes Up Must Come Down? Experimental Evidence on Intuitive Forecasting
by
Madrian, Brigitte C.
, Fuster, Andreas
, Choi, James J.
, Laibson, David
, Beshears, John
in
Analytical forecasting
/ Central banks
/ Data
/ Earnings
/ Economic dynamics
/ Economic expectations
/ Economic forecasting
/ Economic forecasting models
/ Economic forecasts
/ Economics
/ Experiments
/ Forecasting
/ Forecasting models
/ Forecasting standards
/ Laboratories
/ Modeling
/ Rational expectations theory
/ Risk aversion
/ Statistical forecasts
/ STRUCTURAL BEHAVIORAL ECONOMICS
/ Studies
/ Time series
/ Time series forecasting
2013
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Do you wish to request the book?
What Goes Up Must Come Down? Experimental Evidence on Intuitive Forecasting
by
Madrian, Brigitte C.
, Fuster, Andreas
, Choi, James J.
, Laibson, David
, Beshears, John
in
Analytical forecasting
/ Central banks
/ Data
/ Earnings
/ Economic dynamics
/ Economic expectations
/ Economic forecasting
/ Economic forecasting models
/ Economic forecasts
/ Economics
/ Experiments
/ Forecasting
/ Forecasting models
/ Forecasting standards
/ Laboratories
/ Modeling
/ Rational expectations theory
/ Risk aversion
/ Statistical forecasts
/ STRUCTURAL BEHAVIORAL ECONOMICS
/ Studies
/ Time series
/ Time series forecasting
2013
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What Goes Up Must Come Down? Experimental Evidence on Intuitive Forecasting
Journal Article
What Goes Up Must Come Down? Experimental Evidence on Intuitive Forecasting
2013
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Overview
Do laboratory subjects correctly perceive the dynamics of a mean-reverting time series? In our experiment, subjects receive historical data and make forecasts at different horizons. The time series process that we use features short-run momentum and long-run partial mean reversion. Half of the subjects see a version of this process in which the momentum and partial mean reversion unfold over ten periods (“fast”), while the other subjects see a version with dynamics that unfold over 50 periods (“slow”). Typical subjects recognize most of the mean reversion of the fast process and none of the mean reversion of the slow process.
Publisher
American Economic Association,American Economic Assoc
Subject
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