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Bubbles and Crashes: A Tale of Quantiles

Research output: Working paper

Published

Standard

Bubbles and Crashes: A Tale of Quantiles. / Pavlidis, Efthymios.
Lancaster: Lancaster University, Department of Economics, 2024. (Economics Working Papers Series).

Research output: Working paper

Harvard

Pavlidis, E 2024 'Bubbles and Crashes: A Tale of Quantiles' Economics Working Papers Series, Lancaster University, Department of Economics, Lancaster.

APA

Pavlidis, E. (2024). Bubbles and Crashes: A Tale of Quantiles. (Economics Working Papers Series). Lancaster University, Department of Economics.

Vancouver

Pavlidis E. Bubbles and Crashes: A Tale of Quantiles. Lancaster: Lancaster University, Department of Economics. 2024 Jan 18. (Economics Working Papers Series).

Author

Pavlidis, Efthymios. / Bubbles and Crashes : A Tale of Quantiles. Lancaster : Lancaster University, Department of Economics, 2024. (Economics Working Papers Series).

Bibtex

@techreport{ed83dd1b3aa04b7a9e18231c49bd50e0,
title = "Bubbles and Crashes: A Tale of Quantiles",
abstract = "Periodically collapsing bubbles, if they exist, induce asymmetric dynamics in asset prices. In this paper, I show that unit root quantile autoregressive models can approximate such dynamics by allowing the largest autoregressive root to take values below unity at low quantiles, which correspond to price crashes, and above unity at upper quantiles, that correspond to bubble expansions. On this basis, I employ two unit root tests based on quantile regressions to detectbubbles. Monte Carlo simulations suggest that the two tests have good size and power properties, and can outperform recursive least-squares-based tests that allow for time variation in persistence. The merits of the two tests are further illustrated in three empirical applications that examine Bitcoin, U.S. equity and U.S. housing markets. In the empirical applications, special attention is given to the issue of controlling for economic fundamentals. The estimation results indicate the presence of asymmetric dynamics that closely match those of the simulated bubble processes.",
keywords = "rational bubbles, unit root quantile autoregressions, cryptocurrencies, U.S. house prices, S&P 500",
author = "Efthymios Pavlidis",
year = "2024",
month = jan,
day = "18",
language = "English",
series = "Economics Working Papers Series",
publisher = "Lancaster University, Department of Economics",
type = "WorkingPaper",
institution = "Lancaster University, Department of Economics",

}

RIS

TY - UNPB

T1 - Bubbles and Crashes

T2 - A Tale of Quantiles

AU - Pavlidis, Efthymios

PY - 2024/1/18

Y1 - 2024/1/18

N2 - Periodically collapsing bubbles, if they exist, induce asymmetric dynamics in asset prices. In this paper, I show that unit root quantile autoregressive models can approximate such dynamics by allowing the largest autoregressive root to take values below unity at low quantiles, which correspond to price crashes, and above unity at upper quantiles, that correspond to bubble expansions. On this basis, I employ two unit root tests based on quantile regressions to detectbubbles. Monte Carlo simulations suggest that the two tests have good size and power properties, and can outperform recursive least-squares-based tests that allow for time variation in persistence. The merits of the two tests are further illustrated in three empirical applications that examine Bitcoin, U.S. equity and U.S. housing markets. In the empirical applications, special attention is given to the issue of controlling for economic fundamentals. The estimation results indicate the presence of asymmetric dynamics that closely match those of the simulated bubble processes.

AB - Periodically collapsing bubbles, if they exist, induce asymmetric dynamics in asset prices. In this paper, I show that unit root quantile autoregressive models can approximate such dynamics by allowing the largest autoregressive root to take values below unity at low quantiles, which correspond to price crashes, and above unity at upper quantiles, that correspond to bubble expansions. On this basis, I employ two unit root tests based on quantile regressions to detectbubbles. Monte Carlo simulations suggest that the two tests have good size and power properties, and can outperform recursive least-squares-based tests that allow for time variation in persistence. The merits of the two tests are further illustrated in three empirical applications that examine Bitcoin, U.S. equity and U.S. housing markets. In the empirical applications, special attention is given to the issue of controlling for economic fundamentals. The estimation results indicate the presence of asymmetric dynamics that closely match those of the simulated bubble processes.

KW - rational bubbles

KW - unit root quantile autoregressions

KW - cryptocurrencies

KW - U.S. house prices

KW - S&P 500

M3 - Working paper

T3 - Economics Working Papers Series

BT - Bubbles and Crashes

PB - Lancaster University, Department of Economics

CY - Lancaster

ER -