2013
DOI: 10.2139/ssrn.2279719
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Should We Be Afraid of the Dark? Dark Trading and Market Quality

Abstract: We exploit a unique natural experiment-recent restrictions of dark trading in Canada-and proprietary trade-level data to analyze the effects of dark trading. Disaggregating two types of dark trading, we find that dark limit order markets are beneficial to market quality, reducing quoted, effective and realized spreads and increasing informational efficiency. In contrast, dark midpoint crossing systems do not benefit market quality. Our results support recent theory that dark limit order markets encourage aggre… Show more

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Cited by 22 publications
(32 citation statements)
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References 40 publications
(56 reference statements)
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“…Our third empirical prediction pertains to the role of the tick size and measures of hidden liquidity. Recently, several studies (see Kwan, Masulis and McInish, ; Comerton‐Forde, Malinova and Park, ; Foley and Putniņš, ; Comerton‐Forde, Gregoire and Zhong, ) investigate the role of tick size and trading activity that takes place in dark pools (i.e., off‐exchange). Trading in dark venues allows market participants to bypass the lit market tick constraint and obtain a finer pricing grid .…”
Section: Empirical Predictionsmentioning
confidence: 99%
“…Our third empirical prediction pertains to the role of the tick size and measures of hidden liquidity. Recently, several studies (see Kwan, Masulis and McInish, ; Comerton‐Forde, Malinova and Park, ; Foley and Putniņš, ; Comerton‐Forde, Gregoire and Zhong, ) investigate the role of tick size and trading activity that takes place in dark pools (i.e., off‐exchange). Trading in dark venues allows market participants to bypass the lit market tick constraint and obtain a finer pricing grid .…”
Section: Empirical Predictionsmentioning
confidence: 99%
“…As per Lo and Mackinlay (1988) comparing the variance estimates across different sampling periods (adjusted to a common unit of time) tests if a price series follows a random walk and if a market is efficient. The variance ratio is computed as in Foley and Putniņš (2016): Variance ratiojk=||σitalicjk2jσk21where σk2 and σjk2 are variances of k second, and jk second midquote returns for a given day, respectively. If the price series follows a random walk, the value of the variance ratio metric should be equal to 0.…”
Section: Resultsmentioning
confidence: 99%
“…Finally, as in Foley and Putniņš (2016), we combine the information contained in autocorrelation measurements with l{10 normals,30 normals,60 normals}, and variance ratios with combinations ( j , jk) of (1 s, 10 s), (10 s, 60 s), and (1 min, 5 min) into a single metric, autocorrelation factor and variance ratio factor, by computing their first principal component. Coefficient estimates of regressions with autocorrelation and variance ratio factors as dependent variables are reported in Table 5 and provide further support for our main results.…”
Section: Resultsmentioning
confidence: 99%
“…For studies of variants of trade-at rule implementations in Canada and Australia, see Comerton-Forde, Malinova, and Park (2015) andFoley and Putnins (2016).22 For more information regarding these categories, see the appendix.…”
mentioning
confidence: 99%