Can High‐frequency Trading Strategies Constantly Beat the Market?

Date01 April 2016
AuthorViktor Manahov
DOIhttp://doi.org/10.1002/ijfe.1541
Published date01 April 2016
CAN HIGH-FREQUENCY TRADING STRATEGIES CONSTANTLY BEAT
THE MARKET?
VIKTOR MANAHOV
,
*
,
The University of York, York, YO10 5GD, UK
ABSTRACT
Policymakers are still debating whether or not high-frequency trading (HFT) is benecial or harmful to nancial markets. We
develop four articial stock markets populated with HFT scalpers and aggressive high-frequency traders using Strongly Typed
Genetic Programming trading algorithm. We simulate real-life HFT by applying Strongly Typed Genetic Programming to real-
time millisecond data of Apple, Bank of America, Russell 1000 and Russell 2000 and observe that HFT scalpers front-run the
order ow generating persistent prots. We also use combinations of forecasting techniques as benchmarks to demonstrate
that HFT scalping strategies anticipate the trading order ow and constantly beat the market. Copyright © 2015 John Wiley
& Sons, Ltd.
Received 27 February 2015; Revised 16 October 2015; Accepted 21 October 2015
JEL CODE: F3; G10; G12; G14; E47
KEY WORDS: high-frequency trading; algorithmic trading; forecasting and simulation; forecasting methods; market regulation
1. INTRODUCTION
Before the introduction of computers, all trading was performed between humans, often in person on a trading
oor. Over the last few years, we have witnessed rapid transformation of the trading process of securities and other
nancial instruments. The traditional oor-based trading is replaced by huge amounts of automated trading. The
application of computers to high-frequency trading (HFT) allows the use of different computer algorithms that ex-
ecute trading orders at superhuman speed (Goldstein et al., 2014). While the blink of a human eye lasts 400 ms, the
trading speed races occur at the level of microseconds (millionths of a second) and even nanoseconds (billionths of
a second). More recently, sophisticated HFT algorithms are able to execute trading orders in 10 μs, which means
40 000 back-to-back trades in the blink of an eye.
However, most studies related to the topic lack the ability to determine which trading messages come from HFT
(Egginton et al., 2012; Hirschey, 2013; Goldstein et al., 2014), making it difcult to estimate the protability of
high-frequency traders (HFTrs). This is because no publicly available dataset, including NASDAQ 120, which
is the most used research dataset, allows one to directly identify all HFT (Baron et al., 2012). Eggington et al.
(2012) went even further, suggesting that it is hardly possible to identify trading orders generated by computer al-
gorithms in the US equity markets, and therefore, all studies up-to-date used proxies to estimate the level of algo-
rithmic trading in the USA. Also, the number of variables is huge, and the relationships between these variables are
causeeffect imposing another research hurdle (Felker et al., 2014). Despite the fact that HFTrs generate annual
gross trading prots between $2.8bn and $4.1bn (Brogaard, 2011), there appears to be no objective empirical study
that measures the protability of HFT strategies.
In contrast, this study implements a special adaptive form of the Strongly Typed Genetic Programming (STGP)
and real-time millisecond data of Apple (the most capitalised company), Bank of America (heavily traded by
*Correspondence to: Viktor Manahov, Heslington East, The University of York, York, YO10 5GD, UK.
E-mail: viktor.manahov@york.ac.uk
Copyright © 2015 John Wiley & Sons, Ltd.
International Journal of Finance & Economics
Int. J. Fin. Econ. 21: 167191 (2016)
Published online 25 November 2015 in Wiley Online Library
(wileyonlinelibrary.com). DOI: 10.1002/ijfe.1541
HFTrs) and two indices Russell 1000 (large-cap stocks) and Russell 2000 (small-cap stocks) to determine the
level of prot HFTrs generate.
The STGP (described in Appendix A) represents sophisticated trading algorithm that successfully replicates
real-life HFT strategies. According to Dunis et al. (2013), genetic programming models perform remarkably well
even in simple trading exercises. Moreover, Wah and Wellman (2013) argue that questions about HFT implications
are inherently computational in nature because the speed of trading reveals details of internal market activities and
the structure of communication channels.
We reproduce the HFT strategies in an articial stock market environment where the exact level of protability
can be measured. In the early 2000s, HFT scalping strategies were initially performed on Chicago futures markets
and then spread over to the equity markets. They originated as relatively simple spread detecting tools that learned
the order book depth and posted on the best bid/ask and then quickly moved to the other side (Patterson, 2012).
These straightforward ipping strategies evolved through time to become modern HFT scalping strategies that
nowadays dominate electronic exchanges, gaining favourable queue position and generating a huge amount of can-
celled orders. The aim of the HFT scalping strategies is to gain a favourable queue position any particular
scalping strategy must have a high probability of entering the trade and an equally high probability either of exiting
for spread or, if the spread cannot be gained, of immediate exiting in order to avoid losses. The main functional
mechanism of the scalping strategies involves stepping ahead of supply-and-demand imbalances present in market
depth of every round trip trade for the purpose of capturing a micro-spread by closing on the other side for a tick or
alternatively to scratch out by closing on the same side (Bodek, 2013).
Using STGP, we replicate the interactions between HFT scalpers and aggressive HFTrs and compare their fore-
casting performance under the same underlying trading order streams. In other words, we simulate real-life trading
sessions that allow us to avoid the obstacles in the studies discussed earlier. Moreover, we avoid the need of
predicting which trades will be protable, which is the biggest obstacle in real quantitative trading. Our empirical
ndings have important implications for market regulators, academics and the general public.
To summarize, the contribution of this study is threefold. First, this is the rst study to use an innovative trading
algorithm and real-time millisecond data to provide concrete empirical evidence of HFT prots. We estimate in
precise quantitative terms the daily prots of HFT after taking into account realistic transaction costs, providing
an advantage over existent studies, such as that of Brogaard (2010), which observed HFT activities in the aggregate
data only, thus preventing them from calculating the exact protability of HFT.
In order to measure the statistical accuracy and trading, we compare the predictive ability of HFT scalpers and ag-
gressive HFTrs with benchmarks of forecast combination approaches such as support vector regression (SVR),
Kalman lter and least absolute shrinkage and selection operator (LASSO). Second, we take into account all the issues
in previous studies as potentially affecting the reliability oftrading results. The presence of 100000 articial traders in
our experiment ensures forecasting model stability and lower sensitivity to random factors. All articial traders l earn
from their experience, evaluating the protability of trading rules based on their predictive power than in-sample t.
We avoid data-snooping biases by allowing all trading rules to be evaluated and executed by articial trad ers.
The remainder of this paper is organized in the following way: Section 2 comprises the background to and lit-
erature review on the topic. Section 3 presents the experimental design of the four articial stock markets and the
forecasting models we use. Section 3 also describes the data in our experiment. In Section 4, we examine the HFT
scalperstrading activity and protability. Finally, Section 5 concludes the paper. Additional clarifying and tech-
nical material can be found in Appendix A to Appendix C.
2. RELATED EMPIRICAL LITERATURE
The vast majority of HFT strategies accumulate only a small prot per trade. Some arbitrage strategies are capable
of generating prots close to 100% of the time, but most of the HFT strategies follow the law of averages principle.
Such strategies might capitalise on only 51% of the trading, but these trades are repeated many times per trading
day resulting in substantial and consistent prots (Jones, 2013). However, studies examining the precise level of
HFT prots are rather rare with most of them using a dataset NASDAQ makes available to academics.
Hendershott and Riordan (2011) analyse the prots of 25 of the largest HFT on the market between 2008 and
2009 and reports average gross trading revenue of $2351 per stock per trading day. However, the authors examine
VIKTOR MANAHOV168
Copyright © 2015 John Wiley & Sons, Ltd. Int. J. Fin. Econ. 21: 167191 (2016)
DOI: 10.1002/ijfe

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