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Time and Dynamic Volume-Volatility Relation

Time and Dynamic Volume-Volatility Relation
Author: Xiaoqing Eleanor Xu
Publisher:
Total Pages:
Release: 2011
Genre:
ISBN:

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This paper examines volume and volatility dynamics by accounting for market activity measured by the time duration between two consecutive transactions. A time-consistent vector autoregressive model (VAR) is employed to test the dynamic relationship between return volatility and trades using intraday irregularly spaced transaction data. The model is used to identify the informed and uninformed components of return volatility and to estimate the speed of price adjustment to new information. It is found that volatility and volume are persistent and highly correlated with past volatility and volume. The time duration between trades has a negative effect on the volatility response to trades and correlation between trades. Consistent with microstructure theory, shorter time duration between trades implies higher probability of news arrival and higher volatility. Furthermore, bid-ask spreads are serially dependent and strongly affected by the informed trading and inventory costs.


Dynamic Volume-Volatility Relation

Dynamic Volume-Volatility Relation
Author: Hanfeng Wang
Publisher:
Total Pages: 39
Release: 2005
Genre:
ISBN:

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We find that trading volume not only contributes positively to the contemporaneous volatility, as indicated in previous literature, but also contributes negatively to the subsequent volatility. And this pattern between trading volume and volatility is consistently held among individual stocks, volume-based portfolios, size-based portfolios, and market index, and among daily data and weekly data. These empirical findings tend to support that the Information-Driven-Trade (IDT) hypothesis is more pervasive and powerful in explaining trading activities in the stock market than the Liquidity-Driven-Trade (LDT) hypothesis. Our additional tests obtain three interesting findings, 1) liquidity and the degree of information asymmetry influence the relation between volume and subsequent volatility, 2) the effect of volume on subsequent volatility and volume size have a non-linear relationship, which is consistent with Barclay and Warner (1993, JFE)'s finding, 3) the effect of volume on subsequent volatility is asymmetry when the stock price moves up and when the stock price moves down, and we attribute this asymmetry to the short-selling constraints.


Volume and the Nonlinear Dynamics of Stock Returns

Volume and the Nonlinear Dynamics of Stock Returns
Author: Chiente Hsu
Publisher: Springer Science & Business Media
Total Pages: 136
Release: 2012-12-06
Genre: Business & Economics
ISBN: 3642457657

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This manuscript is about the joint dynamics of stock returns and trading volume. It grew out of my attempt to construct an intertemporal asset pricing model with rational agents which can. explain the relation between volume, volatility and persistence of stock return documented in empirical literature. Most part of the manuscript is taken from my thesis. I wish to express my deep appreciation to Peter Kugler and Benedikt Poetscher, my advisors of the thesis, for their invaluable guidance and support. I wish to thank Gerhard Orosel and Gerhard Sorger for their encouraging and helpful discussions. Finally, my thanks go to George Tauchen who has been generous in giving me the benefit of his numerical and computational experience, in providing me with programs and in his encouragement. Contents 1 Introduction 1 7 2 Efficient Stock Markets Equilibrium Models of Asset Pricing 8 2. 1 2. 1. 1 The Martigale Model of Stock Prices 8 2. 1. 2 Lucas' Consumption Based Asset Pricing Model 9 2. 2 Econometric Tests of the Efficient Market Hypothesis 13 2. 2. 1 Autocorrelation Based Tests 14 16 2. 2. 2 Volatility Tests Time-Varying Expected Returns 25 2. 2. 3 3 The Informational Role of Volume 29 3. 1 Standard Grossman-Stiglitz Model 31 3. 2 The No-Trad Result of the BEO Model 34 A Model with Nontradable Asset 37 3. 3 4 Volume and Volatility of Stock Returns 43 4. 1 Empirical and Numerical Results 45 4.


Trading Volume, Volatility and Return Dynamics

Trading Volume, Volatility and Return Dynamics
Author: Leon Zolotoy
Publisher:
Total Pages: 36
Release: 2007
Genre:
ISBN:

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In this paper we study the dynamic relationship between trading volume, volatility, and stock returns at the international stock markets. First, we examine the role of volume and volatility in the individual stock market dynamics using a sample of ten major developed stock markets. Next, we extend our analysis to a multiple market framework, based on a large sample of cross-listed firms. Our analysis is based on both semi-nonparametric (Flexible Fourier Form) and parametric techniques. Our major findings are as follows. First, we find no evidence of the trading volume affecting the serial correlation of stock market returns, as predicted by Campbell et.al (1993) and Wang (1994). Second, the stock market volatility has a negative and statistically significant impact on the serial correlation of the stock market returns, consistent with the positive feedback trading model of Sentana and Wadhwani (1992). Third, the lagged trading volume is positively related to the stock market volatility, supporting the information flow theory. Fourth, we find the trading volume to have both an economically and statistically significant impact on the price discovery process and the co-movement between the international stock markets. Overall, these findings suggest the importance of the trading volume as an information variable.


Disagreement, Habit and the Dynamic Relation Between Volume and Prices

Disagreement, Habit and the Dynamic Relation Between Volume and Prices
Author: Costas Xiouros
Publisher:
Total Pages: 57
Release: 2016
Genre:
ISBN:

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Dynamic asset pricing models typically do not generate trading volume whereas empirically trading volume is strongly related to asset prices; volume is usually high when returns are high and during periods of high return volatility. Stock prices on the other hand are known to be quite volatile and require a high equity premium while the risk-free rate of return is low and quite stable. We attempt to reconcile all these price and volume characteristics in a new model of disagreement where agents have external habit formation preferences that generate time-variation in risk-aversion. The model is flexible enough to be able to generate in a number of ways the dynamic relation between prices and volume whereas it also provides a configuration by which prices are also fitted well. The paper additionally shows that the information structure and the asset structure have important implications for the correlation between stock returns and volume.


An Empirical Study of Volatility and Trading Volume Dynamics Using High-Frequency Data

An Empirical Study of Volatility and Trading Volume Dynamics Using High-Frequency Data
Author: Wen-Cheng Lu
Publisher:
Total Pages: 0
Release: 2011
Genre:
ISBN:

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This paper examines the dynamic relationship of volatility and trading volume using a bivariate vector autoregressive methodology. This study found bidirectional causal relations between trading volume and volatility, which is in accordance with sequential information arrival hypothesis that suggests lagged values of trading volume provide the predictability component of current volatility. Findings also reveal that trading volume shocks significantly contribute to the variability of volatility and then volatility shocks partly account for the variability of trading volume.


Dynamic Models for Volatility and Heavy Tails

Dynamic Models for Volatility and Heavy Tails
Author: Andrew C. Harvey
Publisher: Cambridge University Press
Total Pages: 281
Release: 2013-04-22
Genre: Business & Economics
ISBN: 1107328780

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The volatility of financial returns changes over time and, for the last thirty years, Generalized Autoregressive Conditional Heteroscedasticity (GARCH) models have provided the principal means of analyzing, modeling and monitoring such changes. Taking into account that financial returns typically exhibit heavy tails - that is, extreme values can occur from time to time - Andrew Harvey's new book shows how a small but radical change in the way GARCH models are formulated leads to a resolution of many of the theoretical problems inherent in the statistical theory. The approach can also be applied to other aspects of volatility. The more general class of Dynamic Conditional Score models extends to robust modeling of outliers in the levels of time series and to the treatment of time-varying relationships. The statistical theory draws on basic principles of maximum likelihood estimation and, by doing so, leads to an elegant and unified treatment of nonlinear time-series modeling.


Order Book Characteristics and the Volume-Volatility Relation

Order Book Characteristics and the Volume-Volatility Relation
Author: Randi Naes
Publisher:
Total Pages: 55
Release: 2004
Genre:
ISBN:

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We examine empirically the relationship between the demand and supply schedules in a limit order book and the volume volatility relation. Several empirical studies find support for the hypothesis that the volume-volatility relation is driven by the arrival rate of new information, proxied by the number of transactions. Our results show that the number of trades and the price volatility are also related to the slope of the order book. One possible interpretation for this finding is that the slope of the book is proxying for dispersed beliefs among investors. If so, this would support models where investor heterogeneity intensifies the volume-volatility relation.


A Dynamic Structural Model for Stock Return Volatility and Trading Volume

A Dynamic Structural Model for Stock Return Volatility and Trading Volume
Author: William A. Brock
Publisher:
Total Pages: 46
Release: 1995
Genre: Stochastic processes
ISBN:

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This paper seeks to develop a structural model that lets data on asset returns and trading volume speak to whether volatility autocorrelation comes from the fundamental that the trading process is pricing or, is caused by the trading process itself. Returns and volume data argue, in the context of our model, that persistent volatility is caused by traders experimenting with different beliefs based upon past profit experience and their estimates of future profit experience. A major theme of our paper is to introduce adaptive agents in the spirit of Sargent (1993) but have them adapt their strategies on a time scale that is slower than the time scale on which the trading process takes place. This will lead to positive autocorrelation in volatility and volume on the time scale of the trading process which generates returns and volume data. Positive autocorrelation of volatility and volume is caused by persistence of strategy patterns that are associated with high volatility and high volume. Thee following features seen in the data: (i) The autocorrelation function of a measure of volatility such as squared returns or absolute value of returns is positive with a slowly decaying tail. (ii) The autocorrelation function of a measure of trading activity such as volume or turnover is positive with a slowly decaying tail. (iii) The cross correlation function of a measure of volatility such as squared returns is about zero for squared returns with past and future volumes and is positive for squared returns with current volumes. (iv) Abrupt changes in prices and returns occur which are hard to attach to 'news.' The last feature is obtained by a version of the model where the Law of Large Numbers fails in the large economy limit