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spelling ndltd-OhioLink-oai-etd.ohiolink.edu-osu12119123402021-08-03T05:53:49Z Essays on Volatility Risk, Asset Returns and Consumption-Based Asset Pricing Kim, Young Il Skew Student t distribution GARCH-skew-t volatility clustering fat tails skewness stock returns realized volatility mixture-of-distributions equity premium asset return puzzles consumption-based asset pricing parameter uncertainty Normal Inver <p>My dissertation addresses two main issues regarding asset returns: econometric modeling of asset returns in chapters 2 and 3 and puzzling features of the standard consumption-based asset pricing model (C-CAPM) in chapters 4 and 5. Chapter 2 develops a new theoretical derivation for the GARCH-skew-t model as a mixture distribution of normal and inverted-chi-square in order to represent the three important stylized facts of financial data: volatility clustering, skewness and thick-tails. The GARCH-skew-t is same as the GARCH-t model if the skewness parameter is shut-off. The GARCH-skew-t is applied to U.S. excess stock market returns, and the equity premium is computed based on the estimated model. It is shown that skewness and kurtosis can have significant effect on the equity premium and that with sufficiently negatively skewed distribution of the excess returns, a finite equity premium can be assured, contrary to the case of the Student t in which an infinite equity premium arises.</p><p>Chapter 3 provides a new empirical guidance for modeling a skewed and thick-tailed error distribution along with GARCH effects based on the theoretical derivation for the GARCH-skew-t model and empirical findings on the Realized Volatility (RV) measure, constructed from the summation of higher frequency squared (demeaned) returns. Based on an 80-year sample of U.S. daily stock market returns, it is found that the distribution of monthly RV conditional on past returns is approximately the inverted-chi-square while monthly market returns, conditional on RV and past returns are normally distributed with RV in both mean and variance. These empirical findings serve as the building blocks underlying the GARCH-skew-t model. Thus, the findings provide a new empirical justification for the GARCH-skew-t modeling of equity returns. Moreover, the implied GARCH-skew-t model accurately represents the three important stylized facts for equity returns.</p><p>Chapter 4 provides a possible solution to asset return puzzles such as high equity premium and low riskfree rate based on parameter uncertainty. It is shown that parameter uncertainty underlying the data generating process can lead to a negatively skewed and thick-tailed distribution that can explain most of the high equity premium and low riskfree rate even with the degree of risk aversion below 10 in the CRRA utility function.</p><p>Chapter 5 investigates a possible link between stock market volatility and macroeconomic risk. This chapter studies why U.S. stock market volatility has not changed much during the “great moderation” era of the 1980s in contrast to the prediction made by the standard C-CAPM. A new model is developed such that aggregate consumption is decomposed into stock and non-stock source of income so that stock dividends are a small part of consumption. This new model predicts that the great moderation of macroeconomic risk must have originated from declining volatility of shocks to the relatively large non-stock factor of production while shocks to the relatively small stock assets have been persistently volatile during the moderation era. Furthermore, the model shows that the systematic risk of holding equity is positively associated with the stock share of total wealth.</p> 2008-06-25 English text The Ohio State University / OhioLINK http://rave.ohiolink.edu/etdc/view?acc_num=osu1211912340 http://rave.ohiolink.edu/etdc/view?acc_num=osu1211912340 unrestricted This thesis or dissertation is protected by copyright: all rights reserved. It may not be copied or redistributed beyond the terms of applicable copyright laws.
collection NDLTD
language English
sources NDLTD
topic Skew Student t distribution
GARCH-skew-t
volatility clustering
fat tails
skewness
stock returns
realized volatility
mixture-of-distributions
equity premium
asset return puzzles
consumption-based asset pricing
parameter uncertainty
Normal Inver
spellingShingle Skew Student t distribution
GARCH-skew-t
volatility clustering
fat tails
skewness
stock returns
realized volatility
mixture-of-distributions
equity premium
asset return puzzles
consumption-based asset pricing
parameter uncertainty
Normal Inver
Kim, Young Il
Essays on Volatility Risk, Asset Returns and Consumption-Based Asset Pricing
author Kim, Young Il
author_facet Kim, Young Il
author_sort Kim, Young Il
title Essays on Volatility Risk, Asset Returns and Consumption-Based Asset Pricing
title_short Essays on Volatility Risk, Asset Returns and Consumption-Based Asset Pricing
title_full Essays on Volatility Risk, Asset Returns and Consumption-Based Asset Pricing
title_fullStr Essays on Volatility Risk, Asset Returns and Consumption-Based Asset Pricing
title_full_unstemmed Essays on Volatility Risk, Asset Returns and Consumption-Based Asset Pricing
title_sort essays on volatility risk, asset returns and consumption-based asset pricing
publisher The Ohio State University / OhioLINK
publishDate 2008
url http://rave.ohiolink.edu/etdc/view?acc_num=osu1211912340
work_keys_str_mv AT kimyoungil essaysonvolatilityriskassetreturnsandconsumptionbasedassetpricing
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