2008
DOI: 10.1111/j.1467-6419.2007.00547.x
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Autoregressive Conditional Duration Models in Finance: A Survey of the Theoretical and Empirical Literature

Abstract: This paper provides an up-to-date survey of the main theoretical developments in autoregressive conditional duration (ACD) modeling and empirical studies using financial data. First, we discuss the properties of the standard ACD specification and its extensions, existing diagnostic tests, and joint models for the arrival times of events and some market characteristics. Then, we present the empirical applications of ACD models to different types of events, and identify possible directions for future research.

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Cited by 136 publications
(80 citation statements)
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References 148 publications
(304 reference statements)
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“…empirical regularities exhibited by a wide range of financial time series, are commonly used to validate ABM designs and parameterizations. A wide range of stylized facts, both for high-frequency and aggregated data, are described in the literature, e.g., Chen et al (2012), Cont (2001), Daniel (2006, Pacurar (2008). The class of intraday stylized facts can be associated to transaction Order placement Parameters book depth levels N = 3 OBI base µ = 2 size penalty exponent η = 0.8 risk function weights α 0 = 0.1, α 1 = 0.5, α 2 = 0.25 volatility-threshold penalty weight β = 2.5…”
Section: Experimental Setup Results and Discussionmentioning
confidence: 99%
“…empirical regularities exhibited by a wide range of financial time series, are commonly used to validate ABM designs and parameterizations. A wide range of stylized facts, both for high-frequency and aggregated data, are described in the literature, e.g., Chen et al (2012), Cont (2001), Daniel (2006, Pacurar (2008). The class of intraday stylized facts can be associated to transaction Order placement Parameters book depth levels N = 3 OBI base µ = 2 size penalty exponent η = 0.8 risk function weights α 0 = 0.1, α 1 = 0.5, α 2 = 0.25 volatility-threshold penalty weight β = 2.5…”
Section: Experimental Setup Results and Discussionmentioning
confidence: 99%
“…The ACD model is the counterpart of GARCH models for dealing with trade duration (TD) data and it is used to capture the clustering structure, which conveys meaningful information, observed in high frequency financial data; see Duchesne and Pacurar (2008), Liu and Heyde (2008) and Pacurar (2008). TD data possess a number of unique characteristics such as: an irregular nature in which they are collected; a large number of observations or cases; a diurnal pattern, where activity is higher at the beginning and closing than in the middle of the trading day; asymmetry and an inverse bathtub shaped hazard rate (HR); see Bhatti (2010) and Leiva et al (2014b).…”
Section: Introductionmentioning
confidence: 99%
“…The availability of trade-by-trade (commonly known as ultra high-frequency (UHF)) data on transactions, in the recent decade, has revolutionised data processing and statistical modelling techniques in finance (McCulloch & Tsay, 2001;Tsay, 2005;Liesenfeld, Nolte, & Pohlmeier, 2006;Pacurar, 2008). The unique characteristics of UHF data has introduced new theoretical and computational challenges to both statistical and financial studies (Liesenfeld, Nolte, & Pohlmeier, 2006;Pacurar, 2008;Tsay, 2005).…”
Section: Applicationmentioning
confidence: 99%
“…The unique characteristics of UHF data has introduced new theoretical and computational challenges to both statistical and financial studies (Liesenfeld, Nolte, & Pohlmeier, 2006;Pacurar, 2008;Tsay, 2005). Such data consist of (i) discrete-valued observations, as the price change in consecutive transactions is in a multiple of tick size, where one tick is defined as the minimum amount by which the price of the market can change and (ii) unequally spaced time intervals; see Tsay (2005, Chapter 5) and Liesenfeld, Nolte, and Pohlmeier (2006) and references therein for further details on analysing UHF data sets.…”
Section: Applicationmentioning
confidence: 99%