Abstract:Abstract. We introduce an algorithm for the segmentation of a class of regime switching processes. The segmentation algorithm is a non parametric statistical method able to identify the regimes (patches) of a time series. The process is composed of consecutive patches of variable length. In each patch the process is described by a stationary compound Poisson process, i.e. a Poisson process where each count is associated with a fluctuating signal. The parameters of the process are different in each patch and th… Show more
“…3 3.2), this amounts to studying the ask for buy metaorders and the bid for sell metaorders. The first operation needed in order to study market impact is to spot the metaorders: due to the extreme irregularity and heterogeneity between the traders' typical position paths, usual time series decomposition methods (Toth et al 2010) are not relevant here. In order to identify these large buy and sell metaorders for this particular data, in such a way that no conditioning in the start/end sequences of the metaorders is introduced (most intuitive techniques may create mean-reversion biases), we used the following: For each trader, we defined the start of a metaorder to # of child trades 1 2 ≤ n ≤ 4 5 ≤ n ≤ 9 10 ≤ n % of metaorders 61% 29% 6.5% 3.5% coincide with the first aggressive 5 order placed after a given period of inactivity 6 .…”
We present a thorough empirical analysis of market impact on the Bitcoin/USD exchange market using a complete dataset that allows us to reconstruct more than one million metaorders. We empirically confirm the "square-root law" for market impact, which holds on four decades in spite of the quasi-absence of statistical arbitrage and market marking strategies. We show that the square-root impact holds during the whole trajectory of a metaorder and not only for the final execution price. We also attempt to decompose the order flow into an "informed" and "uninformed" component, the latter leading to an almost complete long-term decay of impact. This study sheds light on the hypotheses and predictions of several market impact models recently proposed in the literature and promotes heterogeneous agent models as promising candidates to explain price impact on the Bitcoin market -and, we believe, on other markets as well.
“…3 3.2), this amounts to studying the ask for buy metaorders and the bid for sell metaorders. The first operation needed in order to study market impact is to spot the metaorders: due to the extreme irregularity and heterogeneity between the traders' typical position paths, usual time series decomposition methods (Toth et al 2010) are not relevant here. In order to identify these large buy and sell metaorders for this particular data, in such a way that no conditioning in the start/end sequences of the metaorders is introduced (most intuitive techniques may create mean-reversion biases), we used the following: For each trader, we defined the start of a metaorder to # of child trades 1 2 ≤ n ≤ 4 5 ≤ n ≤ 9 10 ≤ n % of metaorders 61% 29% 6.5% 3.5% coincide with the first aggressive 5 order placed after a given period of inactivity 6 .…”
We present a thorough empirical analysis of market impact on the Bitcoin/USD exchange market using a complete dataset that allows us to reconstruct more than one million metaorders. We empirically confirm the "square-root law" for market impact, which holds on four decades in spite of the quasi-absence of statistical arbitrage and market marking strategies. We show that the square-root impact holds during the whole trajectory of a metaorder and not only for the final execution price. We also attempt to decompose the order flow into an "informed" and "uninformed" component, the latter leading to an almost complete long-term decay of impact. This study sheds light on the hypotheses and predictions of several market impact models recently proposed in the literature and promotes heterogeneous agent models as promising candidates to explain price impact on the Bitcoin market -and, we believe, on other markets as well.
“…Some papers [22,23,24,25,26,27] have investigated databases where it is possible to track the trading behavior of market members of the exchange. Members are credit entities and investment firms which are the only firms entitled to trade directly.…”
Section: Introductionmentioning
confidence: 99%
“…Therefore they trade on behalf of a large number of investors. Despite this fact, recent studies have shown that, probably due to a customer specialization, market member data allows to identify trading strategies, such as order splitting [23,24,25], liquidity provision [27], and contrarian or momentum trading [22]. In particular in this last study authors have performed an analysis of the linear correlation matrix of the trading activity of market members of the Spanish Stock Exchange in order to identify groups of investors (market members in this case).…”
Abstract. We use statistically validated networks, a recently introduced method to validate links in a bipartite system, to identify clusters of investors trading in a financial market. Specifically, we investigate a special database allowing to track the trading activity of individual investors of the stock Nokia. We find that many statistically detected clusters of investors show a very high degree of synchronization in the time when they decide to trade and in the trading action taken. We investigate the composition of these clusters and we find that several of them show an over-expression of specific categories of investors.
“…Before our own works, Vaglica et al (2008) broke the transaction histories of three highly liquid stocks on the Spanish stock market into directional segments to study trading strategies adopted in this market. Tóth et al (2010) later segmented the time series of market orders on the London Stock Exchange, modeling each segment by a stationary Poisson process.…”
The authors performed a comprehensive time series segmentation study on the 36 Nikkei Japanese industry indices from 1 January 1996 to 11 June 2010. From the temporal distributions of the clustered segments, we found that the Japanese economy never fully recovered from the extended 1997-2003 crisis, and responded to the most recent global financial crisis in five stages. Of these, the second and main stage affecting 21 industries lasted only 27 days, in contrast to the two-and-a-half-years acrossthe-board recovery from the 1997-2003 financial crisis. We constructed the minimum spanning trees (MSTs) to visualize the Pearson cross correlations between Japanese industries over five macroeconomic periods:
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